I will rebuild physics from the ground up, as promised.
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Dr. V I Plankenstein - 25 Mar 2007 15:45 GMT 2 years ago I stated that I intended to destroy physics and rebuild it in a form more suiting my tastes, and that is exactly what I intend to do.
I dont really give a sh.t either, whether you like it or not, I do not care.
I do not care because it is a pointless excercise in mechanical symbolic stupidity and it will not help anyone in their personal struggles as they wrestle with the racism, antisemitism, hate, greed and fear, in their own minds,
Many people have posted things in here which are really rather disturbing, racist remarks, antisemitic things, etc. Even myself, I am a f.cking obnoxious pig.
My wish for you all is that you conquer your demons, whatever they may be, and check out viewer supported LinkTV.
I, however, will continue to be a pig.
Thank you for your time. Dr. Viktor I Planckenstein
PD - 26 Mar 2007 19:14 GMT On Mar 25, 9:45 am, "Dr. V I Plankenstein" <Plankenste...@stle.sci> wrote:
> 2 years ago I stated that I intended to destroy physics and rebuild it in a > form more suiting my tastes, and that is exactly what I intend to do. > > I dont really give a sh.t either, whether you like it or not, I do not care. Have at it.
However, when you do that -- painting reality according to your tastes, rather than according to what it is -- then what you are doing is no longer physics. Perhaps you may want to post your intentions to alt.reality.mine.all.mine or alt.philosophy.personal.lump.it.
PD
Dr. V I Plankenstein - 27 Mar 2007 02:59 GMT > > 2 years ago I stated that I intended to destroy physics and rebuild it in a > > form more suiting my tastes, and that is exactly what I intend to do. [quoted text clipped - 9 lines] > > PD True. But I do get a kick out of sounding like a pious a.s once in a while.
I could probably write a damn book with all the wacky ideas I've been posting, it's really turning into a synopsis of wacky ideas, the Mt Everest of slippery slopes ?
But I really think that I'm onto something with this latest thread over in sci.math ;
http://groups.google.com/group/sci.math/browse_thread/thread/cebd62921f53148 f/a82f210f9a3fb2e9?lnk=st&q=randomness+plankenstein&rnum=1&hl=en#a82f210f9a3 fb2e9
I think that it might have legs. Just needs a couple critical pieces to go in the right places.
PD - 27 Mar 2007 11:04 GMT On Mar 26, 8:59 pm, "Dr. V I Plankenstein" <Plankenste...@stle.sci> wrote:
> > > 2 years ago I stated that I intended to destroy physics and rebuild it > in a [quoted text clipped - 17 lines] > posting, it's really turning into a synopsis of wacky ideas, the Mt Everest > of slippery slopes ? Wacky ideas are a dime a dozen. Oddly, a book filled full of wacky ideas is worth even less.
Question is, is your time so worthless that you're happy to spend it coming up with a string of worthless ideas?
PD
> But I really think that I'm onto something with this latest thread over in > sci.math ; [quoted text clipped - 5 lines] > I think that it might have legs. Just needs a couple critical pieces to go > in the right places. Dr. V I Plankenstein - 28 Mar 2007 05:15 GMT > On Mar 26, 8:59 pm, "Dr. V I Plankenstein" <Plankenste...@stle.sci> > wrote: [quoted text clipped - 27 lines] > > PD I wind up spending a lot less money this way when you consider the cost of an average porno DVD is about $25 after haggling, a hooker would be 10 times that amount, and in light of that - I probably wind up saving quite a bit of money this way.
I'll get a worthless one for ya -
Here's what I want to do.
There is a discrepancy of 43 seconds of arc per century in the precession of the perihelion of Mercury.
Just for the hell of it, try to come up with a differential equation or a PDF which would model this discrepancy if indeed length were probabilistic. Try to model bent space using the concept of an existential potential.
Throwing caution to the wind, and with the caveat that this will be a work in progress - we boldly proceed.
According to Newton, F=GmM/r^2
However, we will attempt to abandon the notion of force. In accordance with my theory in general terms, all interactions of energy and transformations from one form to another must be essentially probabilistic processes somehow.
Start with something dirt simple. A projectile travels with velocity v = 10 m/s. It travels a distance of 10 meters, and science predicts that it will require 1 second to traverse the 10 meters. However, using a very precise stopwatch, accurate measurements show that the 10 meters are traversed in just 0,9 seconds. The distance of 10 meters is measured at a distance using standard surveying methods, and the distance of 10 meters is not disputed.
To explain this in terms of an existential potential, assume that the probability that length exists at an arbitrary point along the 10 meters is not everywhere equal to 1. Let the probability that length exists at any given point be equal to 0,9. So, even though it looks like 10 meters long, the probability that length exists any any point from one endpoint to the other is only 0,9 and so the projectile travels from one endpoint to the other as follows :
distance * probability = velocity * time required 10 m * 0,9 = 10 m/s * 0,9 9 = 9
I dont know any other way to do this except "distance * probability", the probability being the existential potential that length exists between two endpoints. Dont laugh, I know how stupid it sounds.
Next, we should try something just slightly more tricky, I think that ballistic equations and freefall would be pretty easy to think about, gradually building in difficulty toward the orbit of Mercury, abberation of precesion or perhelion, Newton, diff eq, bla bla bla.
a =32 v = 32 t + m d = 16 t^2 + mt + n
A rock falls from a height of 1,000 meters. Initial velocity is 0 m/s
1,000 = 16 t^2 + 0 t + 0 1 000 / 16 = 62.5 sqrt(62.5) = 7.90569415
The time in transit for this rock is predicted as 7.90569415 seconds. Terminal velocity is predicted as 7.90569415 * 32 = 252.982213 meters sec^-1
The distance 1,000 meters is not disputed, having been measured by triangulation using extremely accurate surveying equipment.
However, researchers at Batavia have carefully measured the time in transit to be just 7 seconds, instead of the predicted 7.90569415, and they are stubbornly confident of their results that the total elapsed time is exactly just 7 seconds.
An elapsed time of 7 seconds implies a distance of 16 * 7 * 7 = 784 meters.
Net existential potential from start to finish is 784/1000 = .784 = probability that points exist along that path.
Now, I dont know how to reconcile the nonlinearity of the distance function, and the linearity of the velocity equation, with the existential potential nonsense I've been spewing - I think that it could be a deal breaker. Not sure - If I can prove that I'm an idiot then I will have no choice but to permanently shut up.
Thus far, I see no reason to quit just yet.
Dr. V I Plankenstein - 29 Mar 2007 05:56 GMT > > On Mar 26, 8:59 pm, "Dr. V I Plankenstein" <Plankenste...@stle.sci> > > wrote: [quoted text clipped - 123 lines] > > Thus far, I see no reason to quit just yet. I did'nt want to divulge this, but I will anyway.
Consider nested CAs, all superimposed on top of each other. This structure would give you a means to establish a linear or nonlinear PDF or gradient, i.e. "existential potential".
Dr. V I Plankenstein - 30 Mar 2007 06:38 GMT Here's the problem.
Obviously, nonexistence makes no sense.
However, triviality might stand a chance.
So, the question becomes just how in the heck you would do such a thing if it had any validity.
Imagine that you are looking at a (1 km)^2 square region of space from a distance of say 1,000 km or 1,000,000 km. What you see with your eyes is a nice smooth uniform square region of space. And, what I am suggesting is that length is not uniform throughotu that region. It may look uniform to the naked eye, but it is not. It is bent, might have ripples, gradients, etc, all of which must be described probabilistically - but how ? Space, afterall, is geometrically originless.
Here's how to nail jello to the wall. It must be done from a distance.
Imagine a checkerboard. You cant get too close to it, but you view it from a distance. It is subdivided into many smaller checkerboards like graph paper. When viewed from a distance, the graduations will appear straight and parallel. However, some of the squares will contain more length then others, probabilistically.
This really sounds stupid, but I think that there might be a way to make it happen.
Now, as the scaling becomes finer and finer you can have all kinds of fine structure, but it is still all probabilistic gradient, probability that length exists in that region.
As an example. Our solar system can be viewed from a vast distance away. You can also superimpose a grid system on top of this, and regions near the surface of the sun will be distorted - even though your imagined grid appears straight, right rectangular, and all nice and parallel. In fact, we know that some of those regions must be distorted due to gravity.
You can use this grid system just to keep things straight, and then define probabilities in the grids.
Everything above this line seems rather solid ------------------------------------------------- Speculation zone
I think that those grids should be arbitrarily drawn, or freely sliding, indeterminately oriented. If that were the case, then how in the heck do you ever do anything with such a space ? Is there a way to do it ?
Also, it seems that you can define nonlinear gradients using this grid system. It seems that it would be difficult with the grid. I dont know how you'd even do it.
And, loosely speaking, when you consider the kinds of relationships which can be defined on the checkerboard, scale becomes almost like a 3rd dimension embedded in 2D. In other words, you can define relationships across different scales, all embedded within the 2D checkerboard. Arguably it's all just standard 2D math, but the probabilistic nature of differing regions seems to justify the analogy -
whatever the case - when I try to imagine this in 3D or 4D with a freely sliding grid system - that will make you dizzy - especially when you are chasing after some interscalar relationships and cant even get a handle on where the hell is the origin, there aint one - weeeeeeeeee......
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Dr. V I Plankenstein - 31 Mar 2007 05:06 GMT Correction -
> Also, it seems that you can define nonlinear gradients using this grid > system. It seems that it would be difficult with the grid. I dont know how > you'd even do it. It seems that it would be difficult _without_ the grid, and I'm not sure that it is even possible without such a grid.
> And, loosely speaking, when you consider the kinds of relationships which > can be defined on the checkerboard, scale becomes almost like a 3rd > dimension embedded in 2D. In other words, you can define relationships > across different scales, all embedded within the 2D checkerboard. Arguably > it's all just standard 2D math, but the probabilistic nature of differing > regions seems to justify the analogy - This is very much like complex analysis, which seems like an attempt to jam 3 dimensions into the plane somehow - if you know what I mean - just babbling.
> whatever the case - when I try to imagine this in 3D or 4D with a freely > sliding grid system - that will make you dizzy - especially when you are > chasing after some interscalar relationships and cant even get a handle on > where the hell is the origin, there aint one - weeeeeeeeee...... Anyway - you have a couple areas where you can slap a delta on something -
delta Location, delta Scale, delta Potential which is really a probabilistic concept,
and doing all of this against a backdrop of nested or superimposed cubic tesselations which may very well be sliding or arbitrary graduations like Harris space.
So, I could try to explain what I am trying to do, and I can see it, but cannot model it, functions and potentials, and I'd really like to do some stuff with Maxwell's equations, but you have to have a space to put it in, and the damn thing literally makes me dizzy.
Our solar system could be viewed from a great distance along the axis of planetary revolution. Imagine such a grid. Near the Sun, you know that space is bent. The probability of fining length in the region near the Sun is different than the probability of finding length in regions which are farther away from the Sun. Space is bent. So, you have this nonlinear gradient which is the Sun's gravitational field. On scales much, much smaller, you have atoms and atomic scale particles which are likewise merely probabilistic gradients. These gradients are all related by the fact that they are merely probabilistic potentials of length. And the fact that you have this occuring across vastly differing scales, this allows "fractal like" structures in the scale regime, please note that I did not actually call it a real fractal.
This also reminds me of some of the "vortex models" I've seen, but this model is all based on probabilistic potentials. Probabilistic potentials of the existence of length.
Dr. V I Plankenstein - 31 Mar 2007 13:44 GMT > Anyway - you have a couple areas where you can slap a delta on something - > [quoted text clipped - 19 lines] > probabilistic gradients. These gradients are all related by the fact that > they are merely probabilistic potentials of length. So, the only thing preventing me from getting my hands on the solution that I am after is that I'm not sure how to characterize location symbolically. If I figure that out, then we can construct a nonlinear gradient of probabilistic existential potential which radiates outward from the Sun, in which we shall place our planet Mercury and of course model the anomalous precession of perihelion in terms of deficits of excesses of length.
So, I think that it is possible, but the stupid geometry of things flying around without rhyme or reason makes the head spin.
All I need is some type of scheme to represent location symbolically - then we can look at anomalous precession or perihelion of Mercury.
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