- 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...
- \wedge ^{+}M\cong {\mathcal {E}}{\mathit {nd}}_{0}^{sh}(W^{+})} of the
selfdual two
forms with the
traceless skew
Hermitian endomorphisms of W + {\displaystyle...
- ; Tchrakian, D.H.; Y.-S., Yang (1996). "Topological and
nontopological selfdual Chern-Simons
solitons in a
gauged O(3)
sigma model".
Physical Review D...
- as the higher-spin
extension of pure Chern–Simons, Jackiw–Teitelboim,
selfdual (chiral) and Weyl
gravity theories).
Systematic study of m****less arbitrary...
-
condition P + U U † = 1. {\displaystyle P+UU^{\dagger }=1.\,} The anti-
selfdual connection is then
constructed from U by the
formula A m = U † ∂ m U ....
-
example of a hyperkähler manifold. Eguchi, Tohru; Hanson,
Andrew J. (1979). "
Selfdual solutions to
Euclidean gravity" (PDF).
Annals of Physics. 120 (1): 82–105...
- superfields``, Phys. Rev. D43 (1991) 3376–3383; ``Faddeev-Jackiw
quantization of
selfdual fields``, Phys. Rev. D 45 (1992) 393–397. H.J.W. Müller-Kirsten, Rätsel...
- four-dimensional Hyperkähler manifold. Eguchi,
Hanson (1978). "Asymptotically flat
selfdual solutions to
Euclidean gravity" (PDF).
Physics Letters B. 74 (3): 249–251...
-
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...
