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Dear Jarek

Excuse me for throwing in some yeast after the bread is long since baked! I have only recently read your essay. It is thought-provoking and in a peculiar way both visionary and basic. Most interesting. And - yes! - intuitively very attractive.

I like the way you show a seemingly non-violent way to unite the theories of micro- and macro cosmos. I also like the way you go back to basic, not least to de Broigle, whose particle-wave duality was far more direkt than it (too soon?) became in the hands of Schrödinger, Heisenberg and Bohr.

This far I have no clever questions to ask, but for sure I look forward to read your other publications on this subject. Until then, thank you for good reading!

Best regards

Inger Stjernqvist

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    Dear Inger,

    Thank you for the comforting comment. I deeply believe we should try to get below abstract models of QFT - search for internal structure and dynamics of particles: localized constructs of the field (solitons). Just repairing Maxwell's equations such that Gauss law no longer allows for any real charge, but only integer multiplicities of elementary ones as in the nature - e.g. by making that Gauss law counts topological charge like in Faber's approach. These elementary charges already became primitive electron models - now we need to expand the model to get all the particles and ellipsoid field is not only the only such expansion I could find, but surprisingly, while being extremely simple, it seems already qualitatively extremely promising - giving intuitive answers to many fundamental problems of physics ... as the right model should do.

    However, while finding by simulations the proper form and constants of both potential and kinetic term of Lagrangian requires huge amount of work, it seems nobody is interested in understanding internal structure and dynamics of particles. And so I have to leave it for now, I'm starting information theory postdoc. But I would always gladly discuss about soliton particle model approaches.

    Best regards,

    Jarek Duda

    http://th.if.uj.edu.pl/~dudaj/

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