Results 11 to 20 of about 110,884 (185)
The core axiom of this framework is that the vacuum has a finite structural capacity for energy density (derived from the Planck limit). Interactions are modeled not as linear superposition, but as non-linear saturation events using the rule: -phi (x) -phi -> P_max.
Traci, Alexandr
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Book Review: Lie Algebras and Quantum Mechanics and Vector Bundles in Mathematical Physics [PDF]
Bulletin of the American Mathematical Society, 1973 P. R. Chernoff, J. E. Marsden
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A Sub Quantum Mathematical Framework : Category Theoretic and Algebraic Geometric Foundations (IEEE)
Yoon A Limsuwan
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Separability and distillability in composite quantum systems -a primer- [PDF]
, 2000 Quantum mechanics is already 100 years old, but remains alive and full of challenging open problems. On one hand, the problems encountered at the frontiers of modern theoretical physics like Quantum Gravity, String Theories, etc.
A. Sanpera +17 more
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Complexity vs Energy: Theory of Computation and Theoretical Physics [PDF]
, 2013 This paper is a survey dedicated to the analogy between the notions of {\it complexity} in theoretical computer science and {\it energy} in physics. This analogy is not metaphorical: I describe three precise mathematical contexts, suggested recently, in ...
Manin, Yuri I.
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, 2002 In this paper we explore the boundary between biology and the study of formal systems (logic). In the end, we arrive at a summary formalism, a chapter in "boundary mathematics" where there are not only containers but also extainers >
Kauffman, Louis H.
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Uncertainty relations and possible experience [PDF]
, 2016 The uncertainty principle can be understood as a condition of joint indeterminacy of classes of properties in quantum theory. The mathematical expressions most closely associated with this principle have been the uncertainty relations, various ...
Jaeger, Gregg
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Equivalence of the Klein-Gordon random field and the complex Klein-Gordon quantum field
, 2009 The difference between a Klein-Gordon random field and the complex Klein-Gordon quantum field is characterized, explicitly comparing the roles played by negative frequency modes of test functions in creation and annihilation operator presentations of the
Morgan, Peter
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The Eight Dimensional Quantum Hall Effect and the Octonions
, 2003 We construct a generalization of the quantum Hall effect where particles move in an eight dimensional space under an SO(8) gauge field. The underlying mathematics of this particle liquid is that of the last normed division algebra, the octonions.
B. Grossman +5 more
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