- In mathematics, a
duality translates concepts,
theorems or
mathematical structures into
other concepts,
theorems or
structures in a one-to-one fashion...
-
Retrieved 4
September 2019. Sen,
Ashoke (1994). "Dyon –
monopole bound states,
selfdual harmonic forms on the multi –
monopole moduli space, and SL(2,Z) invariance...
- ; Tchrakian, D.H.; Y.-S., Yang (1996). "Topological and
nontopological selfdual Chern-Simons
solitons in a
gauged O(3)
sigma model".
Physical Review D...
-
Model on the Torus, A.I. Bugrij, V.N.
Shadura arXiv:cond-mat/0402420,
Selfduality for
coupled Potts models on the
triangular lattice, Jean-Francois Richard...
-
Vergata as a full
professor in 1995.
Tarantello is the
author of the book
Selfdual Gauge Field Vortices: An
Analytical Approach (Progress in
Nonlinear Differential...
-
inverse g : Y → X such that fgf = f and gfg = g. An
inverse category is
selfdual. The
category of sets and
partial bijections is the
prime example. Inverse...
- sum of k-forms (where for k = m
there is a
further decomposition into
selfdual and
antiselfdual m-forms). The main
outcome is a
realisation of so(n,C)...
- \wedge ^{+}M\cong {\mathcal {E}}{\mathit {nd}}_{0}^{sh}(W^{+})} of the
selfdual two
forms with the
traceless skew
Hermitian endomorphisms of W + {\displaystyle...
- as the higher-spin
extension of pure Chern–Simons, Jackiw–Teitelboim,
selfdual (chiral) and Weyl
gravity theories).
Systematic study of m****less arbitrary...
- cohomology,
nonlocal hidden symmetries and
resulting stringy extensions of
selfdual Yang–Mills
theory and gravity.
During the
early 2000s,
Lechtenfeld researched...
