A New High Energy Scale: Difference between revisions
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| keywords = [[high energy scale]], [[fundamental physics]], [[quantum field theory]], [[superhigh energies]], [[fundamental mass]] | | keywords = [[high energy scale]], [[fundamental physics]], [[quantum field theory]], [[superhigh energies]], [[fundamental mass]] | ||
| published = 1994 | | published = 1994 | ||
| pages = 377-382 | | pages = 377-382 | ||
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[[Category:Scientific Paper|new high energy scale]] | [[Category:Scientific Paper|new high energy scale]] | ||
[[Category:New Energy]] | [[Category:New Energy|new high energy scale]] | ||
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Latest revision as of 09:43, 20 July 2026
| Scientific Paper | |
|---|---|
| Title | A New High Energy Scale |
| Author(s) | Vladimir Kadyshevsky |
| Keywords | high energy scale, fundamental physics, quantum field theory, superhigh energies, fundamental mass |
| Published | 1994 |
| Pages | 377-382 |
Abstract
Our Conference is devoted to the frontiers of fundamental physics. What I intend to speak about is exactly in line with the topic of this Conference. I will dwell upon a radical enough attempt to modify the standard quantum field theory (QFT) in the region of superhigh energies and momenta or, which is the same, at supersmall space-time distances. A new theory, except h and c, contains one more universal constant the "fundamental mass" M. An inverse quantity [] = [] is called the fundamental (minimal, elementary) length. To the standard [] there corresponds a low-energy limit E, | p |, m << M, or formally M [].