Distribution Theory on an Infinite-Dimensional Superspace
In this chapter we consider the general theory of a superspace, a superspace over commutative supermodules [65, 68]. As distinct from the superspace K n,mΛ, this superspace may contain an infinite number of commuting and anticommuting coordinates and serves as a natural mathematical foundation for Fermi quantum theory and the quantum theory of superfields, boson fields and strings with Faddeev-Popov anticommuting ghosts, superstrings, supergravitation, and quantum chromodynamics [7, 27, 28, 40, 42, 43, 52, 53, 75-86, 95]
KeywordsBanach Space Scalar Product Banach Algebra Distribution Theory Differential Calculus
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