Universe

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“Turning and turning in the widening gyre…”

Well, isn’t this a surprise?

I’m writing a blog post on a Saturday for the first time in quite a while, because at the last minute, the boss sprang on us the notion that he needs us to start coming in on Saturdays again.  Things have been a bit slow the last few weeks, and a company with whom we had made a recent contract has apparently stiffed us a bit.  This is hardly our fault, of course—we had no input in the decision-making process—but we are going to be bearing the brunt of it.

Unfortunately, the coworker with whom I used to alternate Saturdays has already been picking up some shifts at his bartending job on Saturdays, so he cannot work, at least for the foreseeable relatively near future.  So, I’m going to be coming in on Saturdays, it seems.  Because, of course, he has a wife and young daughter to care for and with whom to spend time, whereas I have absolutely no one, so I am expendable.

I admit that I don’t do very much on weekends at the house, but if there was one good thing, it was that on Friday nights I could at least take some Benadryl and force myself to sleep in a little bit on Saturdays.  It’s not ideal rest, of course, if it’s achieved via well-known side-effects of antihistamines.  But it was the best I’ve been able to do, and that extra rest, however far from ideal, did me some good.

I can’t sleep in on Sundays, because I need to do my laundry on Sunday mornings, and I don’t want to have to go traipsing through the other parts of the house while the other renters are up and about.  That’s more stressful than getting up early.

I swear, there are times when I suspect that my boss wants me to kill myself.  If so, I wish he would just say so.  I’m amenable to the idea, especially if I could get some help to make it go easier.

This has not been a very good birthday week for me.  In fact, I don’t think I exaggerate by saying that the birthdays that passed while I was in PRISON were better than this week.  At least then, I could hold on to the delusional idea that, once I got out, life would be better.

Ha ha ha ha ha ha ha ha ha!!

I think more and more often—or, well, it feels as though that’s the case—that I ought just to embrace my innate nature as a destroyer and commit myself to the destruction of the entire human race.  We have no business contaminating the rest of the universe with our presence, or with the presence of our emissaries, if we create some AI-based self-replicating robots or whatever to send out.  We can’t even manage the minor issues of our current “civilization”; what business have we trying to colonize the galaxy, let alone the universe?

We could wipe out everyone—and probably lots of other species—with another mass extinction, and then nature has plenty of time to develop another technological civilization if it’s so inclined before the sun goes red giant.  Of course, whatever they might be could be no better than humans are.  There’s no reason, for instance, to imagine that any kind of animal currently alive on Earth would manage things better if they were suddenly granted the capacity to have a technological civilization.  But at least it would be out of our hands.  We would be laid to sleep like the children in the nursery rhyme prayer, dying before we wake.

We certainly are not awake now.  Look around you.  The most powerful nations (ever) on Earth are in the hands of collections of moral imbeciles.  As always, as Yeats pointed out, “The best lack all conviction, while the worst / are full of passionate intensity.”  There are logical, causal reasons for this fact, but they do not make it easier to stomach.

I hate this fucking planet.  I hate this fucking species.  In fact, I’m not fond of the universe overall, at the moment.  If I could imagine a way to trigger a vacuum collapse that would wipe out everything, I would consider doing it.  But that’s at best a hypothetical possibility.

I guess I have to start somewhat smaller.

Contrary to popular imagining, there is no danger in creating, for instance, a small black hole in a particle accelerator, even if we had an accelerator with that capability.  Small black holes disappear almost instantly, vanishing in flashes of Hawking radiation.  Even if they didn’t, a miniature black hole would almost certainly just sink to the center of gravity of the Earth and perhaps do a bit of extra heating of the core.

Black holes don’t magically suck things into themselves, they merely gravitate just like anything else of equivalent mass (which would be tiny indeed for one produced from a particle accelerator).  Yes, anything that passes the event horizon cannot escape, but for a subatomic black hole, that horizon would be unimaginably tiny.  Even a black hole with the mass of the whole Earth would only be the (outer) size of a pea.

One could and can, of course, create thermonuclear reactions without requiring a fission explosion (which requires rarer materials) to trigger it.  A network of lasers triggering local fusion in appropriately placed samples could direct that energy toward a lithium deuteride* core and generate enough heat to trigger a growing chain of explosions.  But such a “bomb” would need to be large and stationary.

Still, one could set up a dummy corporation with branches in numerous large cities throughout the world and build those bombs, maybe also setting them up in “research outposts” in Antarctica and/or the Arctic, to melt the polar ice caps.  Possibly putting some similar “research facilities” near the thin-points of various volcanoes and super volcanoes would also enhance the outcome.

Alternatively, one could use a particle accelerator to generate anti-matter and store it.  Now this would be quite a technical challenge, since one cannot store neutral antimatter easily—it annihilates if it touches any normal matter, and so it is generally stored in electrically charged forms such as positrons and antiprotons, in evacuated chambers, contained by powerful magnetic fields.  It’s not an efficient way to do things, but one could, possibly, store enough of it that, once one released the magnetic containment, one could unleash an explosion that would make the Tsar Bomba look like one of those little paper poppers we used to play with when we were kids.

There are other ways, of course, to do things.  I’ve mentioned before that it wouldn’t be all that hard to use rockets to redirect the orbits of large asteroids so they were more likely to collide with the Earth.  Or one could genetically engineer and mass-produce a more hardy and virulent form of anthrax (for instance) and disperse it aerially over major cities.

I guess the point is I’m not in a good mood, and it would probably be better for all of humanity, as well as for me, if I were to cease to exist.  I’m so tired of everything.

I hope you’re having a nice weekend.

*Although, for the lithium to be converted to tritium most efficiently, on needs a source of neutrons, which are handily provided by primary fission explosions in usual thermonuclear weapons.  I suspect one could arrange alternate sources with only minimal effort.

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Noisy events on the horizon of my attention span

It’s Tuesday, isn’t it?  Well, I guess it may not be Tuesday when you’re reading this, but it’s Tuesday as I’m writing it.  It’s the second day in the latest of a seemingly endless stream of utterly pointless “work weeks”.

Welcome to our world.  Welcome to our world.  Welcome to our world of noise.

That’s a paraphrase of the song that was (and may still be) sung by the dancing animatronic puppets in the main front area of the big F.A.O. Schwartz store that sits just by the southeast corner of Central Park in Manhattan.  I’m not sure why I felt like including it there, but it definitely expresses the sentiment I have that nearly everything in the universe is effectively “noise” in the information theoretic sense.  At the very least, the signal-to-noise ratio in the world is vanishingly tiny.

It’s not zero, mind you.  There’s some info hiding in all the nonsense.

Of course, whether something is signal or noise depends very much on what signal you’re seeking.  If you’re trying to detect gravitational waves, then nearly everything else around is “noise” in the sense that it is not evidence of gravitational waves, and is just going to make that evidence harder to find.  But if you’re an ornithologist, then at least some of that seeming noise might be the birdsong “signal” of a rarely seen species there in Louisiana, which I think is where the first LIGO observatory was constructed*.

And, of course, if you’re a seismologist, what you consider a significant signal would very much be noise to the LIGO people.  If there were a gravitational wave strong enough to be seismically significant, it would have to be from a very close and catastrophically violent event.

We don’t expect there to be such a thing any time soon.  And apart from such events, gravitational waves are so relatively weak‒gravity being by far the weakest of the “forces” of nature‒that so far they can only be detected from things like black hole and/or neutron star mergers, which are ridiculously violent events.

Incidentally, apparently recent observations of one such merger has given confirmatory evidence for Stephen Hawking’s black hole horizon theorem**.  That states that when two black holes merge, the (surface) area of the new, combined event horizon must be at least as large as the two prior event horizon areas combined.

In this, as in other things, black holes and their horizons act very much like the 2nd Law of Thermodynamics, and that is consistent with the Bekenstein-Hawking thesis that the entropy of a black hole is proportional to the area of the event horizon, as measured in square Planck lengths.  Indeed, the maximum entropy‒the maximum information‒of any given region of space is that which would be encoded upon an event horizon that would hypothetically enclose such a space.

As for the volume of a black hole within the event horizon…well, that’s harder to quantify.  The apparent radius, as judged from the sphere of the event horizon‒the Schwarzschild radius for a non-rotating black hole‒is almost certainly much smaller than the radius that would be perceived by someone within the horizon, for spacetime is very distorted there.  Indeed, I suspect that, at least by some measures, the volume within a black hole‒or at the very least the radius from the “center” to the horizon‒is infinite, with the “singularity” actually stretching down away forever.

Of course, an asymptotically infinite well of that sort need not always have infinite volume.  There is, for instance, the counter-example of “Gabriel’s Horn”, a shape made by rotating a truncated function (y = 1/x for x ≥ 1) around the x-axis.  This shape has infinite surface area, but it has a finite volume(!).  So you could fill it with paint, but you could never finish painting the inner and outer surface.  Weird, huh?

Of course, the dimensionality of things within a black hole’s event horizon is probably at least one step higher than things in the Gabriel’s Horn comparison, so the finite/infinite comparisons may not translate.

I’d like to be able to do a better job working that out with more than my intuition; that’s one reason why I own no fewer than four fairly serious books on General Relativity.

That’s not the only reason, of course.  I would also like to try to solve what happens to a space ship that accelerates near enough to the speed of light that its relativistic mass and relativistic length contraction puts it below its own Schwarzschild radius (at least in the direction of motion).  Also, how would that figuring be changed if the ship were rotating around the axis of its motion***?

Unfortunately, I rarely have the mental energy to put into pursuing adequate mastery of the mathematics of GR, and so I can (so far) just try to visualize and “simulate” the spacetime effects in my imagination.  That’s fine as a starting place, but even Einstein had to master the mathematics of non-Euclidean geometry and matrices and tensors before he could make General Relativity mathematically rigorous.

It’s almost certainly a pipe dream that I will ever get to that level of expertise.  My chronic pain and chronic depression (dysthymia) combined with the effects of my ASD (level 2****, apparently) and the effort that’s required for me to act “normal” enough to get along just really wear me out mentally.  It’s frustrating.  I have a stack of pertinent texts above my desk at work, where I hope they will entice me.  I even have a copy of my old Thomas and Finney college calculus text there too, so I can do some reviewing in that.

If only I were able to spend some time without pain and to get a good night’s sleep once in a while, I might even make progress.  I suspect that such things are not in the cards, however.

I would love to be dealt The Magician (in Tarot cards) but I fear that I am just The Fool.  Oh, well, that’s all just metaphorical, anyway.  It’s possible to predict the future, of course, but it is difficult, and it’s very unlikely that any set of cards‒however cool they may be‒is the way to do it.

*I remembered correctly.  It is in Louisiana.

**The theorem, being a theorem, is mathematically rigorous, but the question remains whether it describes the way our universe actually works.  That is always a matter of credences rather than “proof” in the mathematical sense.  In the real world, probabilities may come vanishingly close to zero or to one, but they never quite reach them.

***In Special Relativity, when something is traveling around a circle at a significant fraction of the speed of light, length contraction has the effect of “shrinking” the circle from the “point of view” of that which is moving at that speed.

****”Requiring substantial support” according to the official definition.  I do not have such support.

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“The sun is the same in a relative way, but you’re older.”

Okay, well, here we are.  It’s Wednesday.  I don’t know what else there is to say about the day.  I guess…yeah, I don’t know.  It’s another day.  It’s a stretch of (roughly) 24 hours, the specifics depending on whether you’re using solar time or sidereal time or just the “self-contained” UTC time*.

UTC time is kept on a variety of clocks around the world and is based on the oscillations in the hyperfine transition frequency of the Caesium-133 atom.  That frequency has been defined as 9,192,631,770 Hz.  The international measuring community thing, whatever they call themselves, thereby agreed on defining the second as exactly 9,192,631,770 of those Caesium-133 oscillations.

Of course, oscillations of atoms, like all other processes that take time, slow down with increased spacetime curvature and with increasing speed relative to any given observer.  This is why the GPS satellites have to adjust their own time to account for both special and general relativity.  It’s pretty cool; you’re carrying proof of Einsteinian relativity in your smartphone.

You probably already knew that.

Then, of course, once they’ve decided on the precise value of a second‒knowing that the speed of light (or more precisely the speed of causality) is constant‒they then defined the meter as how far light travels (in a vacuum) in⁠ 1/299,792,458⁠ seconds (approximately 30 2/3 “vibrations” of a Caesium-133 atom).  Mind you, two observers moving relative to each other will see their meters as different each from the other, but c’est de la relativité.

It can be easy to imagine that definitions of units in science (and related fields) are not merely arbitrary but circular, almost tautological.  But really, given that these are attempts to codify specific attributes of reality itself, they would almost have to be self-referential with each other to be useful.

The length of a day is something that happens for real.  Thanks to the base 6 and 12 numbering system of the Babylonians, the day was long ago arbitrarily divided into 24 hours, each 60 minutes long, and each 60 seconds long, so a second was 1/(24 x 60 x 60) days or 1/86,400 of a day.

That worked well for a long time, especially since, before Galileo et al, humans couldn’t really measure time very precisely, anyway.  And then, until railroads allowed rapid travel between cities, it wasn’t necessary to worry too much about having the same time in different places.

But eventually that did become useful and necessary for many purposes, and eventually it was realized that a day wasn’t exactly what we were calling 24 hours, and indeed, that the length of a day varied slightly from day to day and year to year; also, a year isn’t a whole number of days long.  Also also, a day could be measured relative to the sun‒which is close enough that a day doesn’t end quite exactly after one full rotation since the Earth moves relative to the sun over the course of a day‒or with respect to distant stars, by which estimate a day comes closer to being exactly one complete rotation.

For most people most of the time, though, this precision, and that upon which it is based, are probably not merely irrelevant but unknown and unguessed.

Likewise, I don’t know how many people know about how Celsius made his temperature scale 100 degrees between the freezing and boiling of water at sea level pressure (a pretty reasonable choice, though I’m led to understand he initially had 100 assigned as the freezing point and 0 the boiling point!).

Then it was discovered that there existed a minimum possible temperature in principle, and they decided to set that scale, the Kelvin scale (named after William Thompson Scale**) using degrees of the same size as Celsius, but with zero defined as‒understandably enough‒absolute zero.

It’s all fairly interesting, if you’re in the right frame of mind.  But, alas, there’s every reason to suspect that all this information will be rendered moot and useless and perhaps even lost as the world winds down, or if life is replaced by artificial intelligence, or everything ends in some other way, as seems more than possible even in the relatively short term.

In any case, the laws of physics, as we know them, seem clearly to predict that the universe will tend toward ever-greater entropy and eventually all life, all structure will end.  Sometimes, I think it cannot happen soon enough for my taste.

Then again, there are cyclic universe proposals, such as Roger Penrose’s Conformal Cyclic Cosmology.  It bases its model on the fact that entropy, though always tending to increase, is not really an absolute quantity, not a substance, and that our universe’s “maximal” entropy may be the next universe’s low-entropy beginning, just on different scales; it doesn’t even require any “inflationary” burst of expansion to explain the uniformity of the CMB, I think.  I haven’t yet finished Penrose’s book about CCC, because though he is a stunningly brilliant mind, his writing can be a bit plodding and dry.

I guess it’s hard for any person to be good at everything, though Penrose has many strengths.  If memory serves, he invented a set of shapes which can be used to tile an infinite plane (in principle) with no gaps and no repeating patterns.  Supposedly this has been proven to the satisfaction of professional geometers, though I am not familiar with that proof.  Still, if it is a mathematical proof, then it is one of those rare things that we know to be certainly true, given its set of axioms.

It’s not necessarily useful in any practical sense, of course.  For instance, I think it’s probably true that any tiling system that can tile an infinite plane without repeating could not be used to tile a closed, finite, simple geometrically shaped portion of a plane‒such as a rectangular room.  I think you would always have to cut some of the tiles as they reach the wall, no matter how big the room is, as long as it is finite.  I do not know this for certain, that’s just my intuition.

Well, I guess I’ve wasted space and time enough here for now.  It’s no more wasteful than has been my entire existence, I guess, but also no less wasteful.  Or is it?  I don’t know.  In any case, for now I will stop wasting your time.

Please have a good day.

*Yes, it’s probably redundant to say “UTC time”, but the order of the acronym is sort of Yoda-esque‒it did not originate with an English term‒so I feel it’s tolerable to use it this way here.

**That’s a joke.  He was really William Thompson, the first Baron Scale***.

***I mean the 1st Baron Kelvin, of course, all joking aside.  A baron scale sounds like some long forgotten and unused (i.e., barren) bit of laboratory apparatus, left for eons, gathering dust in an abandoned world, like the broken statue of Ozymandius.  It’s very sad.

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In the voids between galaxies, it’s already next year, but there’s still no life there.

It’s Tuesday, now‒the first Tuesday of the new year.  This is not anything particularly interesting, of course.  It’s really just another day.  But it is also the last day of the first week of the new year, the 7th day of the year, as indicated by the fact that it is January 7th.

“Brilliant, Holmes!” I hear you say.

In this case, though, it truly is elementary.  It’s also pretty boring, so I’m sorry to go on about it.

There have been troubling things in national news, of course:  the terroristic suicide attack-by-vehicle in New Orleans; the guy who blew up his cyber truck; severe cold weather striking large swaths of the eastern US; and, of course, no one has yet yelled “Psych!!” regarding Donald Trump’s election for a second term as president.

I’m not as rabidly anti-Trump as many; he’s just a man, of soft and squishy flesh and blood, like everyone else.  He’s also just one more incompetent government official on a world stage that might as well be a collection of (poor quality) Three Stooges clones.

It would be remarkable and praiseworthy if humans actually elected smart, calm, intellectually honest government officials with personal integrity.  Alas, when holding elections, humans seem unable to be as rigorous in their evaluation of candidates as they would be when screening babysitters or even gardeners.  And, of course, since few people are in the habit of reflecting on themselves in any way to improve on their own flaws in judgment, it seems unlikely that things will change very quickly.

This is all nothing new, of course.  The modern shape of cyberspace and the borderline-antisocial media add little twists and peculiarities, introducing new dynamics to the system.  But the dominating principles of primate social and sexual dominance hierarchies and displays have not changed much, if at all.

The only really interesting thing I’ve found in the news is the statement about a new study‒an elaboration of a first theoretical paper from some years ago‒that proposes a potential alternative explanation for the fact that the expansion of the universe appears to be accelerating that doesn’t require “dark energy”.

The cosmological principle, which underlies the usefulness of standard model, lambda-CDM cosmology, states that, on the largest of scales, the universe is uniform and homogeneous.  However, on anything other than the largest scales, the universe is decidedly clumpy.  This is because of gravity, of course, pulling things together in regions where things are more dense (making them still denser) and making the spaces in between ever more rarefied and so on.

But, of course, gravity is not just a simple attractive force; it works its effects through the warping of spacetime, and in ordinary circumstances (so to speak) its effect on time is far more significant than those on space.  This is a very real effect, one for which we have to adjust when using GPS satellites for instance, so while general understanding of it may be relatively rare, it is not an esoteric bit of physics.  It’s textbook stuff.

The point being made by this new hypothesis is that perhaps there is no real dark energy, but instead, in regions where more mass exists, time slows down.  This is a bit of an oversimplification, but it’s quite true, and indeed, to a large extent, all the apparent physical effects of gravity are produced by the differential flow of time between places where the manifold is more vs. less curved.

So, in the places where matter/energy is relatively scarce, time moves “more quickly”.  So, since the universe is definitely expanding (due to the Big Bang), those regions are going forward through their expansion more quickly than regions with more matter, and so the space between galaxies and clusters appears to expand more quickly, and as the comparative difference, the contrast, in energy concentration increases, the difference in passage of time will tend to increase, too, producing an apparent accelerated expansion.

[Note to self:  how would this model be expected to affect the extreme measured uniformity of the Cosmic Microwave Background?  Is this going to be a point of evidence against it?]

This is not a definitive, tested hypothesis, but it rests on sound principles.  It probably won’t supersede lambda-CDM, but it has the potential to do so.  This is no crank, RFK Jr. style hypothesis by any means.  I haven’t read the papers involved yet; rather I read articles and watched some videos about it; I will try to learn more.

But, since the discovery of the accelerating expansion of the universe in the late ‘90s was the single most exciting (non-personal) event in my life, the idea that there is a new approach that might change that again is also truly exciting.

It makes me wish I had just gone into physics as I had originally intended.  However, post-open heart surgery, transient cognitive impairment, and an exacerbation of depression triggered by the same thing, made it too difficult, in the short term, to keep up with my physics and math classes in the semester after my heart surgery, so to English I went.

But as I picture the large-scale universe differentially flowing through time and thus expanding at relatively different seeming rates, producing this wonderful, higher-dimensional twisty-bulgy-filamentous shape, I can at least feel a little twinge of the joy of contemplating science.  My only real contribution to science was in studying the effects of gliotoxin on naked DNA in vitro, and though that’s quite interesting, it’s not exactly cosmology.

Oh, I also wrote a pretty decent review article about the various effects on cognition and other neurological functions of heart-lung bypass as done during open-heart surgery.  Clearly, that was motivated by personal experience.

Anyway, that’s it for today.  Tomorrow begins the second week of the year, but I don’t expect to write again before Thursday.

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Would YOU eat Zel’dovich pancakes for breakfast?

It’s Tuesday, and I’m writing another blog post rather than throwing some kind of curve ball and doing my fiction writing today, since I wrote a blog post yesterday, when I had scheduled myself to write some fiction.  I don’t know if that counts as a double curve ball or as a capitulation to a simple, over-the-plate, none-too-fast soft pitch.  It’s probably the latter, but I suppose there is no absolute right answer, and the judgment would depend upon one’s point of view.

I’ve realized that, contrary to what I wrote yesterday‒to what I honestly thought was the case‒I did not bring my small laptop computer with me when I left the office on Thursday.  I had unplugged it with the intention to pack it, but then I had left without it.  I can’t recall ever having done that before.  It goes to show just how crappy I felt on Thursday, I guess.

I really want to keep writing fiction.  It would be a shame to take this new story that I’ve well begun, with over 10,000 words written so far, and let it just fall by the wayside.  Then again, I’ve left The Dark Fairy and the Desperado hanging, and more egregiously, I’ve left Outlaw’s Mind hanging, so it’s not as though there is no precedent.  And, of course, in the past I’ve left stories incomplete many, many times.  But it seems particularly sad, now that I’ve published 5 novels and 2 collections of “short” stories, to fall back into that pattern.

But I need to find a way to be able to work fiction writing into my daily routines without messing up habits that have become somewhat compulsory for me.  I’ve tried to find ways to block out the noise in the office, so far without much success.  Yesterday I bought a rather inexpensive pair of noise-canceling headphones.  They didn’t do that good a job at the noise canceling; they reduced it a bit, but it was still there, though if I put in earplugs as well and then also played a YouTube video about field theories and similar stuff, if helped, but that is certainly not a combination of measures I could take while trying to write fiction.

I’m of two minds (at least) about the headphones.  I’m glad I didn’t spend very much on them, since they don’t turn out to be as effective as my more old-fashioned, gun-range and airport style ear defenders (when combined with ear plugs).  They can also play music or the sound from videos, but I didn’t get them for that.  I already have things that can do that.  But I wonder if more expensive ones would do any better.

It’s a shame that no high-powered movie executive has read any of my books or stories and approached me to option them for movies or shows or anything, but it’s obviously not surprising.  I’m terrible at self-promotion, more by temperament than merely due to lack of skill.  This blog is my closest approach to self-promotion, and I spend most of my time here spewing my random and often depressed and depressing thoughts in some wishful, pseudo-Freudian free association kind of exercise.

Of course, it’s about as useful to me as Freudian psychoanalysis* ever has been clinically demonstrated to be for anyone, which is to say, very little, if at all.  Nevertheless‒and also like psychoanalysis for many of its patients‒it has been habit forming, and I feel awkward and disjointed without it.

Also, as I noted yesterday, it’s the only means by which I keep contact with anyone other than my sister in the world outside of the office.  I’ve really become a shell of my former self, and the fact that there is physically more of me now than there has ever been before only makes that more biting, the irony enhancing the contrast with the past, when I used to relieve suffering and save lives and be beneficial to the world.

Ah, well.  From a cosmic perspective, all such benefits will probably be transitory, or effectively be nonexistent.

Which reminds me:  yesterday I was looking at the abstracts of some recent papers on “quantum cosmology” uploaded onto arXiv, the preprint server.  Obviously, most of these subjects were well beyond my expertise truly to be able to follow, but I get the concepts involved in most of them.  Also, exposure to the mathematical formalism when I don’t know how to manipulate it often makes it easier to understand later, as there is familiarity and applicability that helps add to the more complete picture I gradually build in my mind about such things.

This has happened to me more than once in the past.  I don’t learn by rote, I learn by building mental models and maps and structures that link areas of knowledge and understanding together.  So, I don’t learn quickly, but I learn deeply and durably.  I think this is a much better way to go.

Anyway, that’s tangential.  What was amusing is, I read about a paper involving some deSitter** models of inflation in a universe which (if I recall the abstract correctly) was matter-dominated in early moments and so had no uniform pressure (unlike radiation-dominated situations, which, if I’m remembering correctly, is pressure intensive and homogeneous, and is how our early universe probably was).  In such models, if I understood the point correctly, you could find more noteworthy inhomogeneities than seen in radiation-dominated phases, which makes sense, since the radiation pressure works against gravitational collapse.

So, the model discussed would be unlike our universe, in which the CMB demonstrates extreme homogeneity, down to a few parts in a hundred thousand, even from one edge of the cosmic horizon to the opposite edge, encompassing regions that could never possibly have been in any form of direct causal contact at least since the hypothetical time of inflation.  The light from each side has only just now reached us, and so is only halfway across to the other side, and may well never reach it if the universe expands quickly enough.  Yet the temperatures are the same to a few parts in a hundred thousand, which is probably more than can be said about the room you’re sitting in now.

One type of this theoretical homogeneity in the model in the abstract had apparently been previously described as a “Zel’dovich pancake”.  This is apparently nothing new (first described in the 1970s), but is a really amusing way to think of a cosmic structure, and I kind of want to look into it and see what it describes, to see if I can understand, at least superficially, the math behind it.

Wow, that was a whole ‘nother tangent of much greater departure than before.  I think I’ll call that good for now for this day’s blog.  I’m kind of all over the place, and if I’m not too careful, I might undergo decoherence and split into multiple versions of myself.  That seems all too possible, since I’ve never been naturally inclined to very impressive coherence in the first place.

I will probably be writing here tomorrow.

*Not to be confused with the more general term “psychotherapy”, which can be useful depending on the type of therapy and the person receiving it.  CBT is one of the most effective of these; it didn’t work all that well for me, but I’m annoying and perverse, so that’s no surprise.

**DeSitter spacetimes are just spacetimes with positive cosmological constants‒like our universe, with its apparent “dark energy”‒which will tend to drive accelerating expansion.  The whole “holographic universe” concept was motivated, or perhaps inspired, partly by the Bekenstein-Hawking recognition that the maximal entropy of any region of spacetime is defined by the surface area of an event horizon the size of that region.  Any greater entropy in the region would add to the mass of the black hole associated with that horizon, and so would make the horizon larger; thus that is the maximal entropy for that initial region.  QED (Quod erat demonstrandum, not quantum electrodynamics) if you will.  The holographic principle regarding a universe has only ever been worked out for anti-deSitter spaces, with negative cosmological constants, which we know is not the case for the universe in which we live because…well, because we’re alive, and those spacetimes tend to collapse rapidly.

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There may be no firm fundament but is there a fun firmament?

It’s Tuesday morning, now, and I’m writing this on my laptop computer, mainly to spare my thumbs, but also because I just prefer real typing to the constrictive and error-ridden twiddling of virtual buttons on a very small phone screen.

Speaking of the day, if the Beatles song Lady Madonna is correct, then it’s still Tuesday afternoon, and has been at least since last Tuesday, since “Tuesday afternoon is never-ending”.  Of course, if Tuesday afternoon really is never-ending, then it has been Tuesday afternoon ever since the first Tuesday afternoon.  From a certain point of view, this is trivially the case.  After all, every moment after 12pm on the first Tuesday that ever happened could be considered Tuesday afternoon—or, at least, they could be considered “after Tuesday noon” if you will.

Enough of that particular nonsense.  I only wrote that because there’s nothing sensible about which to write that comes to my mind.  But, of course, in a larger sense, there is nothing “sensible” at all.

There are things that can be sensed, obviously.  I can see, hear, and touch this computer, for instance.  If I wanted, I could probably smell it, though I think its odor is likely quite subdued.  But I mean “sensible” in the more colloquial, bastardized, mutated sense—as in the word “sense” just there—which has to do with something being logical, reasonable, rational, coherent, that sort of thing.  Indeed, it has to do with things having meaning.

Deep down, though, from the telos point of view, there is no true, inherent meaning to much of anything, as far as anyone can see.  Certainly there’s no meaning that anyone has ever demonstrated or asserted convincingly that I have encountered at any point in my life.

Of course, people have beliefs and they have convictions, and humans assign meanings to various things.  All the words I have used in writing this post so far, and all the words I will use henceforth, have “meanings”, but those are invented meanings.  There is nothing in the collection of letters—nor indeed in the shapes of the letters themselves, nor the way we put them down on paper or a screen—that means anything intrinsically.  They were all invented, like justice and morality and the whole lot of such things.

That something is invented doesn’t mean it isn’t real, of course.  Cars are an invention, and only a fool (in the modern world) would deny that cars are real.  But they are not inherent to the universe; they are not in any sense fundamental.

In a related sense, even DNA and the protein structures for which it codes are very much not fundamental; they are quasi-arbitrary.  Of course, one cannot make DNA or RNA or proteins out of substrates for which the chemistry simply will not hold together.  But the genetic code—the set of three-nucleotide-long “letters”, the codons, in the genetic code that each associate with a given amino acid (or a stop signal, or similar) as they are transcribed into proteins—is arbitrary.  There’s nothing inherent in any set of three nucleotides that makes it associate with some particular amino acid.

This sort of thing took me quite a long time to realize as I was growing up and trying to understand biology and chemistry and such.  What, for instance, was the chemical reaction with, say, adrenaline that made things in the body speed up and go into “fight or flight” mode, as it were?  How was it that aspirin chemically interacted with bodies and nervous systems to blunt pain?  How many possible chemical reactions were there, really?  It was mind-boggling that there could be so many reactions, and that they could all produce such disparate effects on various creatures.

When finally I was shown the real nature of such things, it was definitely a scales-dropping-from-eyes moment.  There is nothing inherent in the chemistry of DNA, or of drugs or hormones, that produces their effects.  There is no inherent “soporific” quality to an anesthetic.  You could give a dose of Versed  that would kill a human to some alien with a different biology, and at most its effects would be those of a contaminant.

It’s all just a kind of language—indeed, it’s almost a kind of computer language, and hormones are just messengers*, which are more or less arbitrary, like the ASCII code for representing characters within computer systems.  Likewise, there’s nothing in the word “cat” that has direct connection with the animal to which it refers.  It’s just keyed to that creature in our minds, arbitrarily, as is demonstrated by the fact that, for instance, in Japan the term is “neko” (or, well, it sounds like that—the actual written term is ねこ or 猫).

Of course, there are things in the universe that, as far as we can tell, are fundamental, such as quantum fields and gravity and spacetime itself.  But even these may yet peel away and be revealed to be arbitrary or semi-arbitrary forms of some other, deeper, underlying unity, as is postulated in string theory, for instance.

The specific forms of the fundamental particles and forces in our universe may—if string theory and eternal inflationary cosmology for instance are correct—be just one possible version of a potential 10500 or more** possible sets of particles and forces determined by the particular Calabi-Yau “shape” and configuration of the curled up extra dimensions of space that string theory hypothesizes.  So, the very fundamental forces of nature, or at least the “constants” thereof, may be arbitrary—historical accidents, as much as are the forms and specifics of the life that currently exists on Earth.

And what’s to say that strings and branes and Calabi-Yau manifolds are fundamental, either?  Perhaps reality has no fundament whatsoever.  Perhaps it is a bottomless pit of meaninglessness, in which only truly fundamental mathematics are consistent throughout…if even they are.

I’m not likely to arrive at a conclusion regarding these matters in a blog post written off-the-cuff in the morning while commuting to the office.  But I guess it all supports a would-be Stoic philosophical ideal, which urges us to let go of things that are outside our control and instead try to focus on those things over which we have some power:  our thoughts and our actions.

Of course, even these are, at some deeper level, not truly or at least not fully ours to control—we cannot affect the past that led to our present state, after all, and the future is born of that present which is born of that past over which we have no control.  But, for practical purposes, the levers that we use to control ourselves are the only levers we have to use.

We might as well keep a grip on them as well as we can, and not worry too much about things that are not in our current reach.  Though we can try to stretch out and limber up, maybe practice some mental yoga, to try to extend that reach over time, I suppose.  But that’s a subject for some other blog post, I guess; this one has already gone on long enough.

*For the most part.  Things like cholesterol and fatty acids and sugars—and certainly water and oxygen—and other fundamental building blocks do have inherent chemical properties that make them useful for the purposes to which bodies put them.  Then again, words can have tendencies that make them more useful for some things than others, too.  “No” and “yes” are short and clear and clearly different sounds, for instance; it makes sense that such words evolved to be such important, fundamentally dichotomous signals.

**That means 10 x 10 x 10 x 10… until you’ve done that multiplication 500 times.  You may know that a “googol” is a mere 10100, and that in itself is already roughly 20 orders of magnitude (100,000,000,000,000,000,000 times!) larger than the number of protons and neutrons estimated to exist in the visible universe.  So 10500 is a number far vaster than could ever be written out within the confines of the universe that we can ever see.  There’s not enough space, let alone enough matter, with which to write it.  It’s a googol times a googol times a googol times a googol times a googol!

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So in the world. ‘Tis furnished well with blogs

wow

Good morning!  Welcome to yet another blog post, since this is yet another Thursday.  They do seem to keep coming and coming, don’t they?  Thursdays, I mean.  Thursdays have been going on for a lot longer than blog posts have been, and they’re likely to continue long after my blog posts have stopped.

Of course, on a cosmic level, the very notion of dividing time into days, each representing roughly a revolution of the Earth on its axis, is highly local and arbitrary.  The naming of days—such as naming one of a continuously repeated seven after a Norse thunder god known to most people nowadays as a character played by Chris Hemsworth—is even more local and arbitrary.

One “day” on Jupiter is only ten hours long, despite the fact that Jupiter’s diameter is ten times as great as the Earth’s.  This rapid revolution contributes to some truly amazing weather patterns on that planet.  A “day” on the moon, on the other hand, is about twenty-eight Earth days long…and there’s no weather there at all.

A day on Mercury, named after the wing-footed messenger god of Greek mythology, is almost sixty Earth days long.  And all these variations are just a few of the ones represented within our solar system, itself a tiny, tiny pixel in our galaxy (a “day” of which is a quarter billion Earth years long), which is in turn just a tiny, tiny splotch among hundreds of billions to about a trillion galaxies in the observable universe.  And that, of course, is only a chunk—miniscule to infinitesimal—of a much larger region of spacetime that seems likely to be infinite.

But don’t worry.  Your personal, day-to-day concerns still really matter.  Sure, they do.

Okay, sorry about that bit of sarcasm.  I’m pretending to be more cynical than I really am.  Your individual, day-to-day concerns do matter, in the only way that anything can matter:  they matter to you.  Meaning, like beauty, is in the eye of the beholder.  This is good, and can be highly life-affirming, unless you’re one of the unlucky people who feels that they themselves don’t matter, even to themselves.  For such people, the crushing weight of reality can feel at once both infinitely oppressive and at the same time very much worthy of a “meh.”  As a person who writes horror stories, among other things, I can honestly say that this is real horror.

Some horror fiction expresses a sense of being lost and trapped in a hostile and very large universe, which cares about us only as irritating insects, and seeks to crush us as such.  A similar notion is occasionally (metaphorically) invoked even by such science educators as Neil deGrasse Tyson, who has been heard to speak of “all the ways the universe wants to kill us,” or words to that effect.  But of course, this is a highly narcissistic misinterpretation of reality, used only as a figure of speech by Tyson (in order to emphasize certain points) and as a plot conceit for horror.  If the universe really “wanted” to kill us, we would be dead.  Instantly.

The real horror, from the reflexively hubristic, human point of view, is that the universe doesn’t give a tiny little rat’s ass about us.  As far as we know, the only place in the universe that’s even capable of caring about anything at all is in the minds of humans…and perhaps other sentient creatures.  As far as we know, only here on Earth (and in low Earth orbit) does caring exist at all.  Now, depending on the likelihood first of the origin of life, then of multicellular life, then of intelligent life, there may be many other such islands of caring in the universe, and if the universe is infinite in size, simple math reveals that there must be an infinite number of such islands.  But it’s equally simple to see that there is a proportionally larger infinity of places where there’s nothing that cares about anything.  This is far from the worst way things could be.  If there really were a Crimson King, or a Morgoth, or an Azathoth and Nyarlathotep and Cthulhu* out there, we would be in for a much rougher time than we actually experience.

Of course, as physicist and pioneer of quantum computation David Deutsch argues beautifully in his book The Beginning of Infinity, we humans—and our descendants, whether biological or technological or both—have the potential really to become significant on a cosmic scale.  As he also points out, there is no guarantee that we will do so, but there appears to be nothing in the laws of nature that prevents it.  It’s up to us** to decide.

That cosmic importance or lack thereof, however, does not and cannot change what is happening right here, right now, and which seems for the moment so inescapably important:  That it is Thursday, and that I am writing this blog post…and, of course, consequently, that you are reading it.  Nothing can ever actually be more important than “now,” because “now,” ultimately, is all we ever experience.

And now, I leave you with a brief update:  Unanimity proceeds well, shrinking as I edit it much more slowly than it grew as I wrote it, like a volcanic island having sprung forth to be subsequently eroded in the middle of a vast sea of strained and overused similes.  It’s got quite a ways to go before it’s a lush, tropical setting that you’d want to put on your vacation itinerary, but it’s getting there.  If you do visit, I won’t guarantee that it will be a uniformly happy trip—some very bad things indeed do lurk there—but at least it should be interesting.

TTFN

*A curious side-note:  of these three examples of entities from H. P. Lovecraft’s worlds, only Cthulhu appears well-known enough not to be marked for correction by Microsoft Word’s spell-checker.

**And of course, to our continued luck in avoiding cosmic catastrophes that are, for the moment, utterly beyond our power to prevent or avoid.

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So What Is All This GeV Stuff, Anyway?

[This is a reprint of an article I wrote for my hubpage…but I want to focus here on my own page, now, so hopefully no one will be too upset by the re-use.]

Recent news about events at the Large Hadron Collider in Switzerland has brought particle physics more into the mainstream, as scientists have discussed hints that they’re getting closer to finding and defining the Higgs particle…the messenger particle of the Higgs field.

I’m not going to try to rehash the meaning and nature of the Higgs field here. Most of the articles I’ve looked at do at least a decent job with that subject. If you want an even better treatment–as well as a fantastic summary of the state of modern physics that is thorough but extremely understandable–I recommend getting a copy of “The Fabric of the Cosmos” by Brian Greene. He does a better job of explaining difficult subjects in easy-to-understand terms (that nevertheless don’t dumb down the material) than just about anyone else I’ve ever read.

No, what I’m going to talk about is a term that’s thrown around an awful lot in articles about particles: The GeV (and more generally, the eV). The term eV is shorthand for “electron volt,” and “GeV” is the notation for “giga-electron volt”…a billion electron volts, in other words (MeV, mega-electron volt would be a million electron volts).

But wait…the articles about the Higgs (and other writings about atom smashers) refer to measures such as 125GeV as being a measure of a particle’s mass! What does that have to do with volts!? Don’t volts have something to do with electricity? Isn’t household current measured in volts? Does that mean that it takes a Billion times as much voltage as in household current to find a Higgs particle?

Well…not exactly. In physics, the electron-volt is actually a measure of energy, not the voltage in a circuit. Specifically, it’s the amount of kinetic energy (the energy of motion) a free electron would accumulate after being accelerated through a potential difference of one volt. You see, voltage is to electrical fields a lot like what pressure is to water. Voltage differences push things that respond to electric fields…and electrons are one of the most well-known of things that respond to electrical fields, and have been since at least Benjamin Franklin’s time. In other words, falling through a “pressure” difference of one volt will accelerate an electron until it has a kinetic energy that is defined as one electron-volt.

So what the heck does the kinetic energy of an electron have to do with the mass of a Higgs particle? Well, as you probably know, energy can change its form, but it doesn’t disappear, and if need be can always be measured in the same units. At every day energy levels, physicists are more likely to use joules as a measure of energy…a joule is the amount of energy put out by something that has one watt of power in one second. So a one hundred watt bulb puts out 100 joules of energy every second.

Now, when you’re dealing with smaller scale things–like electrons and protons and Higgs particles (Oh my!)–it’s better to use a smaller unit of measure. The eV is a VERY small amount of energy, and can be excellent currency when describing what goes on in interactions between subatomic particles. Just as you wouldn’t use a brick of gold to try to buy a gumball out of the grocery store gum machine, but would instead use your pocket change, you don’t usually use joules in particle physics. You COULD, of course…but you’d be using REALLY small fractions of joules and it’s just easier to use the particle physics version of pocket-change, the electron-volt.

But still, what does this have to do with the mass of a particle? I’ve been talking about energy here!

Well, now we come to probably the most famous equation in all of physics, at least as far as the general public is concerned: E=mc2 (the two here means “squared”, or a number multiplied by itself). This equation explains that matter and energy are interchangeable. Matter and energy are just two forms of the same thing. So you can describe how much Stuff something is made of by describing it in ordinary terms of Mass (such as grams and kilograms), or, if you’re feeling like it and if it’s useful, you can describe it in terms of energy. Now, the “c” in that famous equation is the speed of light, which is mighty fast: about 300,000 kilometers a second (about 186,000 miles per second). It’s already a big number, but when you multiply it by itself, it’s MUCH BIGGER. So even a little mass converts into an awful lot of energy. That’s why nuclear reactions are so powerful: they convert a fraction of a percent of the matter involved in the reaction into energy, and you get all the glory of our sun and all the horror of nuclear weapons.

So finally we arrive at the reason for using eV’s and MeV’s and GeV’s in particle physics. It turns out that, like joules, working with ordinary mass units like grams gets very cumbersome when talking about really tiny things like subatomic particles. You have to use extremely small numbers with a lot of zeroes after the decimal point. If you’d rather not deal with all those zeroes, well, since matter and energy are interchangeable, you can instead describe very small masses in terms of a pretty fair number of a similarly small unit of energy. An electron-volt is just such a useful small unit.

In other words, when they say that the Higgs particle doesn’t look like it can be more than 125 GeV in mass, they mean that, if you took its mass and turned it into free energy, the amount of energy you’d get would not be more than 125 billion electron volts. That may sound like a lot, and on the scale of subatomic particles, it IS. However, it really is a very small amount of energy, and thus an exquisitely small amount of matter.

Of course, the Higgs fields is thought to permeate literally the ENTIRE universe, and the Higgs fields effects are all carried out by Higgs particles, so the mass equivalent of the field would add up to a pretty big amount in total. In fact, ALL the ordinary things with which we are familiar are made up of particles whose masses can be described in terms of electron volts, and most of those “weigh” a lot less than the Higgs appears to. So big things are made up of small things, just lots and lots of them. Like, lots and lots of electron volts of energy can equal the mass of one small but very important particle.