Superanalysis

The approach to superanaliz is presented, within which the real functions of the superech (the mapping of the sets with supercoordates are considered, while the elements of grassman algebras are called in the standard algebraic superalysis "functions" functions of anti-compliant variables. Essentially, functional superanalysis is a generalization in case of commuting and anti-computing variables of Newton"s classical analysis. The monograph covers all the main sections of the new superiane (differential and integral calculation, generalized functions, differential and pseudodifferential equations, infinite-dimensional analysis, the theory of probabilities, annexes to the quantum field theory and string theory) In the second edition, a new chapter has been added on the so-called hyperbolic quantum mechanics. The author"s studies on the contextual probability and the classical probabilistic description of the interference and the introduction of the Schrödinger equation are also presented.
For scientists - mathematicians and physicists, can be used by graduate students and students of relevant specialties