Results 21 to 30 of about 396,223 (265)
Canonical Quantization of the Self-Dual Model coupled to Fermions [PDF]
, 1998 This paper is dedicated to formulate the interaction picture dynamics of the self-dual field minimally coupled to fermions. To make this possible, we start by quantizing the free self-dual model by means of the Dirac bracket quantization procedure.
Banerjee R. +4 more
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Self-Dual and Complementary Dual Abelian Codes over Galois Rings [PDF]
, 2019 Self-dual and complementary dual cyclic/abelian codes over finite fields form important classes of linear codes that have been extensively studied due to their rich algebraic structures and wide applications.
Jitman, Somphong, Ling, San
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, 1997 We generalize the supermembrane solution of D=11 supergravity by permitting the 4-form $G$ to be either self-dual or anti-self-dual in the eight dimensions transverse to the membrane.
Becker +30 more
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Self-Dual Spherical Grids [PDF]
The Electronic Journal of Combinatorics, 2014 Self-dual plane graphs have been studied extensively. C. A. B Smith and W. T. Tutte published A class of self-dual maps in 1950; in 1992, Archdeacon and Richter described a method for constructing all self-dual plane graphs and a second construction was produced by Servatius and Christopher in 1992. Both constructions are inductive.
Graver, Jack E., Hartung, Elizabeth J.
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Special Matrices, 2019 Let F denote a field and let V denote a vector space over F with finite positive dimension. Consider a pair A, A* of diagonalizable F-linear maps on V, each of which acts on an eigenbasis for the other one in an irreducible tridiagonal fashion.
Nomura Kazumasa, Terwilliger Paul
doaj +1 more source
From Moyal deformations to chiral higher-spin theories and to celestial algebras
Journal of High Energy Physics, 2023 We study the connection of Moyal deformations of self-dual gravity and self-dual Yang-Mills theory to chiral higher-spin theories, and also to deformations of operator algebras in celestial holography.
Ricardo Monteiro
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Self-Dual Codes, Symmetric Matrices, and Eigenvectors
IEEE Access, 2021 We introduce a consistent and efficient method to construct self-dual codes over $GF(q)$ using symmetric matrices and eigenvectors from a self-dual code over $GF(q)$ of smaller length where $q \equiv 1 \pmod 4$ . Using this method, which is called a
Jon-Lark Kim, Whan-Hyuk Choi
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New Approach to Duality-Invariant Nonlinear Electrodynamics [PDF]
, 2013 We survey a new approach to the duality-invariant systems of nonlinear electrodynamics, based on introducing auxiliary bi-spinor fields. In this approach, the entire information about the given self-dual system is encoded in the U(1) invariant ...
Ivanov, Evgeny +2 more
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Self-dual gravity revisited [PDF]
Classical and Quantum Gravity, 1996 Reconsidering the harmonic space description of the self-dual Einstein equations, we streamline the proof that all self-dual pure gravitational fields allow a local description in terms of an unconstrained analytic prepotential in harmonic space. Our formulation yields a simple recipe for constructing self-dual metrics starting from any explicit choice
Devchand, Ch., Ogievetsky, V.
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New extremal singly even self-dual codes of lengths $64$ and $66$ [PDF]
, 2017 For lengths $64$ and $66$, we construct extremal singly even self-dual codes with weight enumerators for which no extremal singly even self-dual codes were previously known to exist. We also construct new $40$ inequivalent extremal doubly even self-dual $
Anev, Damyan +2 more
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