chan–paton factors, so any cayley–hamilton relations for specific gauge groups are absent; this is a “master algebra”. the same interpretation holds for any example with a bkm superalgebra which is freely generated from internal degree 3, among which are our examples in sect. 5.2 . ...
bpz equation to the hamilton–jacobi equation of painlevé vi, see also [ 31 ]. this has provided an alternative derivation for [ 32 ] as well as a gauge theoretical meaning of the monodromy parameter \(\eta \) appearing in the kyiv formula. 1.4 this paper is structured as follows...
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Gauge Theoretic Invariants of 4-Manifolds S Bauer 457 Gauge Theories from Strings P Di Vecchia 463 Gauge Theory: Mathematical Applications S K Donaldson 468 General Relativity: Experimental Tests C M Will 481 General Relativity: Overview R Penrose 487 Generic Properties of Dynamical Systems C Bonatti...
We present all-multiplicity formulae, derived from first principles in the MHV sector and motivated by twistor string theory for general helicities, for th