Errata:

I have noticed that I used the term Fermi-Dirac twice in my paper. The first time, in reference to the partition function, is correct. The second use, on page 8, is in conjunction with the Hartree-Fock method, and here Fermi-Dirac should have been the Thomas-Fermi method.

Also, on page 4, I have used the lower case 'f' as a function of lambda twice. I probably should have used two different symbols, since one of the 'f's is a function of lambda, and the other of inverse lambda. Hopefully these oversights do not cause unnecessary confusion.

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  • Post #11

Edwin,

I've now had an opportunity to read your fascinating, well-written, well-organized essay carefully. While lacking sufficient expertise to comment intelligently on specific details of your argument, I certainly recognize the importance of the topic and the extent to which it is responsive (extremely) to the spirit of this competition.

Perhaps I'm hallucinating, but I have a strong and growing sense that we're on the verge of resolving some of the conundrums that have plagued physics for roughly the past century. The time to put some of these knotty problems behind us and move forward is long overdue.

Thank you for commenting on my essay. Fwiw, I've added a reply to your comment there which I hope will shed additional light on that topic.

Good luck in the competition!

jcns

    Dear jcns,

    Thank you for that very gracious comment.

    I hope you are right about resolution of some century-old conceptual problems.

    And thanks also for the response on your thread. I am in general agreement with you. I also feel that you are tackling a tougher problem than I am.

    Edwin Eugene Klingman

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    • Post #13

    Hi Edwin,

    While reading about your C-field, the question occured to me: what is the difference between a field and an aether medium? I'm working on my own paper in which I argue that there is a medium; it's a medium made of waves. I don't like the word "field" beause a field can be turned off. I think there is a ubiqitous aether medium that is always present. But I get hammered for using the words aether medium. What is a field and how is it different from a medium?

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      • Post #14

      Hi Edwin,

      I quoted your paper from page 8: "Basically, 3-space physical waves are real, 3N-space probability waves abstract."

      In the paper I hope to submit, I asserted the existence of aether medium waves. I modelled them after wave-functions and the electromagnetic frequency spectrum. When I read your sentence, I interpreted you to be saying that there does exist, as a physical phenomena of nature, a 3-space physical wave. Is that what you meant?

      Hi Jason,

      If you believe that the "aether medium" is always present, you should probably use those words. I'm not sure I can provide a simple 'one size fits all' definition that exactly matches your needs. I assume you looked on Wikipedia. There are vector fields and, supposedly, scalar fields, also supposedly Dirac fields, boson fields, axion fields, etc, etc and of course the real physical electromagnetic and gravitomagnetic fields. Mathematically everything can be 'turned off and on', but it sounds like you really want an always present 'background' medium. As for the word 'ether', even Nobelist Frank Wilczek uses it although he updates it with a sexy name. He defines it as "a space-filling material" and considers it the 'primary reality'. (see 'Lightness of Being') By the way, he defines field as 'a space-filling entity'. Take your choice.

      And yes, 3-space means waves in three dimensions (plus time) as opposed to (or in addition to) the mathematical waves in higher dimensions, such as Schrodinger's 3N configuration space. But I caution you that your idea of 'wave functions' and my idea of wave functions have been very different in the past, so be careful how much of my essay you try to apply to your ideas. It's probably better just to explain as well as you can what kind of waves you mean.

      I look forward to reading your paper when you finish it.

      Edwin Eugene Klingman

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      • Post #16

      It's funny; what I call aether medium waves are always present in the sense that the EM spectrum is always available, permitivity and permeability are also always available. In another sense, they can vanish. For example, the Double slit diffraction experiment inspired my idea of aether medium waves. There is one wave-function for each slit. In my interpretation, the wavefunctions act like a pathway that the particle can take; these wave-functions are what interfere with one another, not the particle(s). But when you close one of the slits, and there is only one slit, then there is only one wave-function; the other wave function goes away, and there is no interference pattern. I'm not sure how to reconcile this.

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      • Post #17

      Hi Edwin,

      I was thinking about your C-field. The C-field is the particle's connection to gravity, is that right? In your essay, you said, "The C-field circulation induced by momentum (or mass current) provides a solution to the general relativistic field equation and also solves the quantum mechanical wave equation:"

      The Einstein equations include a Cosmological term, "Eistein's greatest mistake - or not". The cosmological term refers to the intrinsic energy of the vacuum. So the extrinsic energy must be things like matter, photons, mass, kinetic energy, momentum, the stress energy tensor.

      Then, the intrinsic energy of the vacuum would be able to expand or contract the vacuum (which is a fancy way of saying that it induces gravitational acceleration).

      I think your C-field should be in the intrinsic energy "column", and the momentum that induces the C-field should be in the extrinsic energy column.

      Is it reasonable to interpret the C-field this way?

        Jason,

        First I'd like to ask a favor. In order to help others (and me) make sense out of these comments, could we keep our discussion to one thread, instead of opening up a new thread every time a new thought arises? Just use the "Reply to this thread" link after the last comment between us. It's easy. Otherwise reading through all the comments becomes much more scatter-brained. Thanks.

        Second, you shoot from the hip, and you are amazingly creative in your thinking, but I try not to write any words that I cannot backup in some way. So when you say "The C-field is the particle's connection to gravity, is that right?" I'm not sure how to answer this. Not if you're thinking about the gravito-electric field, which is the acceleration that most people identify as 'gravity'. But the equations also describe a gravito-magnetic field, just as the electro-magnetic equations describe an electric field and a magnetic field. That's why I made the analogy of the (del cross C = p) with the (del cross B = j) where B is the magnetic field and j is the charge current j~qv while C is the gravito-magnetic field and p is the mass current p~mv which is also the momentum (density). But the magnetic field interacts with charge only, and since it is uncharged, it does not interact with itself, while the C-field interacts with mass (in motion) and since the field has energy it can interact with its own mass-energy. The net result is that you need to think of the magnetic field, but with the proviso that it is potentially self-interactive. It's generally safe to analogize with magnetism, but not always.

        At the moment I don't make use of the intrinsic-extrinsic categorization that you ask about, so I'm unsure how to answer you. I don't see a great deal of utility in that schema, but of course I may be missing something. You ask if it's reasonable to say "I think your C-field should be in the intrinsic energy "column", and the momentum that induces the C-field should be in the extrinsic energy column." It may be reasonable. In previous essays I've discussed the particle physics implications of the C-field and the cosmological implications of the C-field, but in this essay I'm going to restrict consideration to the quantum mechanical implications of the C-field. That's complex enough for one essay.

        As my last essay paragraph indicates, there's a lot packed into this essay, and it will almost certainly require more than one reading if you really want to understand the theory. I would have to read it many times myself, if I were starting from scratch. This could mean that I tried to put too much into it, but the problem is complicated and has confused people for a century, so the answer is important, and I did not feel that leaving out crucial aspects would serve any purpose.

        I hope this helps a little.

        Edwin Eugene Klingman

        Edwin

        I would agree with your bottom line. Though I of course can only arrive there in generic terms. These concepts of superposition, etc, are contrary to the way in which physical reality occurs (or at least as far as we can establish, and once one crosses that line any speculative belief is a good-or bad-as any other). Physical existence is not uncertain. At any given point in time it has a definitive existent state, and only one at a time. We are just incapable of defining it, so can only do so via probability, etc. We should not be invoking strange characteristics in physical reality to rationalise our failure. Nothing can affect anything else, directly, unless they are adjacent (obviously anything can have an indirect effect on anything else, but this is a pointless statement). The notion of waves involves a sequence of different physically existent states. And anything that is deemed to exist, must have a physically existent presence to correspond with it.

        Paul

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        • Post #20

        Hi Steve! :)

        Hi Edwin,

        Intrinsic energy actually has to do with the expansion of the universe (positive intrinsic energy). Calling intrinsic energy a mere acceleration field is premature on my part.

        You said, "Diagram (2) for pCrrr−=ﾃ--∇ simply shows a circle around momentumpr but from orbital dynamics, we know that the wave must extend over several wavelengths in order to support self-interference. De Broglie's ph=λ defines a wavelength and thus a minimum extent of the wave function, but maximum extent could range from one wavelength to infinity, since Schrﾃｶdinger's wave packet is conceptually built of monochromatic plane waves of infinite extent."

        It's a great idea to think of wavelengths that extend for an infinite number of cycles in every direction. That is certainly what I had in mind when I thought of aether medium waves. Since nature offers a frequency spectrum to use, I decided to define the vacuum of space as the entire range of frequencies, from radio waves to gamma rays, as the necessary and sufficient foundation of the vacuum and fabric of space-time. Particles have momentum because waves of the EM spectrum have momentum of p = h/lamda; a particle with mass is just a group of AM waves.

        Positive intrinsic energy would cause space to expand via the mechanism of causing each frequency in the spectrum to undergo a wavelength expansion of

        [math]\lambda_{initial} --> \lambda_{final}[/math]

        Curvature of space-time occurs when the stress energy tensor distorts the frequency spectrum across the entire range of wavelengths. You C-field is probably responsible for some kind of contraction of the wavelengths that surround the momentum.

        I like your Eq 9 and how you address Kepler's law. I've puzzled over Kepler's law for many weeks now.

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        • Post #21

        :) Jason

        ps I like like always your pure creativity.

        Don't stop please

        Regards to both of you

        Hi Steve, hope things are going well with you.

        Dear Jason,

        Although I say that "Schrödinger's wave packet is conceptually built of monochromatic plane waves of infinite extent", the point I develop is that this is a terrible idea, adopted by people who understand Fourier series but have no conception of physical reality. Schrodinger does it to mathematically create "wave packets", but since the waves don't stay in phase the packets ALWAYS disperse-- one of the problems of the Copenhagen interpretation. It's conceptually the same as when you say "particle with mass is just a group of AM waves". The problem is that the waves disperse. So how can you account for protons lasting forever? (Electrons last for a long time too.)

        Also, a small point: it's not "my" C-field. The C-field equation was discovered by James Clerk Maxwell about 150 years ago, and also by Albert Einstein about 100 years ago. Not until 2006 was the field measured and a very large coherency factor discovered. As I note, the longest running NASA experiment measured the de-coherent C-field of a large thermal body (the Earth) and reported it in 2011. The last thing I want is the idea that it's 'my' C-field. It's not mine. It's been here since the beginning. It is an integral part of gravitational dynamics.

        Edwin Eugene Klingman

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        • Post #23

        Dear Edwin,

        I like Fourier series. Aether medium waves are elegant, beautiful, and have all that SO(3) gluon, strong interaction particle building stuff built into the aether waves as ... I'm flexible, just hold my aether waves together. At the extreme temperatures during the big bang, quarks, baryons and other stuff formed. I'm OK with my aether waves producing particles and forces (strong/weak) during the big bang. Heck, I'm ok with aether waves having 11 dimensions and behaving string-ishly at high temperatures. But I need all particles to be made of aether waves, across a frequency spectrum, so that time can progress in the particles and in the vacuum. The frequency emitted by cesium is 9.1GHz I believe; Cesium makes for a good atomic clock. I think nature uses the whole frequency spectrum as time progressing clock. In other words, time exists (and waits for nobody) because of the frequency spectrum from radio waves to gamma ray frequencies. So I need these aether waves to permeate particles with mass, so that particles of mass can evolve in time.

        I still like this C-field idea that you've adopted. I think it's compatible with my aether wave ideas. I think that the c-field is made out of a bandwidth of waves that obey c=lambda*f.

        I invite you to punch a hole in my theory. I can account for the existence of time, and the existence of distance.

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        • Post #24

        Hello Edwin,

        Not really , I am not very well at this moment,people are in my pc, my life is catastrophic, my social state is catastrophic,....I have habit to suffer but frankly I am tired.

        It is the life.

        Good luck for this contest Edwin

        Regards

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        • Post #25

        Hi Steve,

        Healing thoughts go out to you. I hope things improve.

        Jason

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        • Post #26

        Dr. Klingman,

        I would enjoy seeing your work discussed by other experts. I don't think that they would find themselves on as solid ground as many portray their theoretical physics. The following, along with other points, appears to me to be important:

        "Superposition of quantum states and collapse of the wave function are significant assumptions."

        ...

        The problem (ignored for almost a century) isn't dispersing wave packets in the atom, but the impossibility of such wave packets even existing in the atom.

        ...

        "Why does quantum mechanics predict various outgoing wave packets (probabilistic waves) from a scattering process, if only one such wave actually exists--a real wave induced by the actual particle? Because any alternate path consistent with 3-space physics is a possibility, and thus represented by a solution of Schrödinger's energy equation despite the fact that a physical particle induces a real wave on only one path. This path--one of many possible paths (~ Schrödinger equation solutions)--has confused physicists for decades and has led to ideas of superposition of wave functions and subsequent collapse of wave packets."

        Also from your response to Fred: "I should also point out that the reduced equation is based on 'momentum' rather than simply 'mass', and the momentum of the photon is sufficient to induce the field circulation, so we should not discount this circulation for photons. In fact de Broglie and others were rather specific in saying that the wave function was not an EM field."

        I think that other physicists should respond and give their opinions. I don't think that they would find themselves on as solid ground as many portray their theoretical physics. Not for my reasons but for your reasons. Disregarding my own work which I happen to like, I am not a physicist. I follow a thought that I had that theory should be firmly expressible in empirical terms. That is an amatuer's strong feeling. I continue to truly appreciate the ideas and information put forward by experts in the field. I would enjoy seeing your work discussed by other experts.

        James

          Thanks James,

          You have picked out some key points. There are more. It's early in the contest, so there will probably be more discussion. I'm having trouble keeping up with the essays, and I'm sure others are too. Obviously one problem is that most experts who submit their own essays are pushing their own programs, and quantum theory as mystical and exotic is more alluring than local realism. But FQXi provides a wonderful platform to get the ideas out, and I do believe that there is a 'pentup demand' for quantum mechanics to make sense, as opposed to just 'work'.

          Another problem, discussed some on Joy's threads, is that some argue (even today on another thread) that incompatibilities between QM and GR prevent such understanding. This is based on an unsubstantiated belief that the new theory will descend from QM and GR as opposed to the (seemingly obvious) fact that a new theory must arise outside of QM and GR and be compatible with both in key aspects. GR specialists and QM specialists resist this, as they are heavily invested in their specialities. A further problem is shown in an arXiv reference I followed in another essay--the reference noted that they were entering an essay on FQXi "for laymen". This might imply that establishment types do not take these efforts seriously, but would be perfectly willing to pick up a grant or win a prize.

          So thanks for your support, and be patient (as if we have a choice.) There are some very nice essays here already (I very much like Norman Cook's) and I have not yet commented on one that addresses a very important assumption. Also, my essay is very complex, treating, in nine pages, the most confused topic of the last century, so I hope that some of those experts you invoke are trying to digest my arguments before responding. Finally, in a sense I come down in the middle of one of the hardest fought campaigns on FQXi and that may make neither side happy.

          Edwin Eugene Klingman

          Dear Eugene

          I have read with great interest your learned essay about the wave function. As you say in the concluding remark it needs to be re-read to understand the many highly technical points and new mathematics you use or refer to.

          I will simply respond to what I understood from it: Your stress on the reality of the quantum wave function is spot on. You back your belief by impressive mathematics and a solid historical knowledge of what various physicists from Schrodinger to Bell believed about this. As you know my approach to physics is almost purely geometrical and I liked how you illustrated various formulas with figures on the same line as if the illustration was a new type of algebraic notation. Perhaps you can develop your entire physics using such notation? Your photon of Eq. 2 is almost identical to a node element of my Beautiful Universe Theory, but the way it spreads thereafter may be different.

          Incidentally in one of the physics forums in recent months I commented on the double-slit experiment illustrated on the first page of your paper. It shows a diffracting field with maxima and minima corresponding to a hydronomical flow that I illustrated in my study of diffraction as streamlined flow. Fig. 6 here

          As Norman Cook commented about your Chomodynamics book - your approach may be 'highbrow', nevertheless you explain your ideas clearly enough by way of text and illustrations. I hope that one day soon our views on the reality of quantum waves should be part of standard physics texts!

          With best wishes

          Vladimir

            Dear Vladimir,

            Thanks for reading and commenting and thanks for the link to "THE CANCELLATION OF DIFFRACTION IN WAVE FIELDS" of which I was unaware. I am in awe of your artistic and high geometrical drawings, and look forward to rading that paper, which I have printed out. I have found that one very beneficial aspect of this essay contest is the references to other works, especially those of the author of the specific essay.

            As you mention, I use a smattering of geometric algebra, which I recently learned in order to understand Joy Christian's work (one of several things I am indebted to him for) and have found a number of other people in the same situation, ie, learned it for Joy, then fell in love with it for it's own sake. You of all people know how much physics depends on geometry, but in most cases the geometry is drawn on the blackboard and the blackboard is filled with algebraic equations, with nothing but handwaving linking the two. David Hestenes' treatment links the two such that every element in the algebra has both an algebraic and a geometric aspect, and this, to many of us, makes it the ideal tool for physics. The Doran book I reference is an ideal starting point, although one can learn a lot online for free.

            Today was a good day for FQXi with your essay and Daryl Janzen's essay being posted.

            Edwin Eugene Klingman