P-Adic Valued Distributions In Mathematical Physics Book

	Introduction
I	First Steps to Non-Archimedean	1
II	The Gauss, Lebesgue and Feynman Distributions Over Non-Archimedean Fields	31
III	The Gauss and Feynman Distributions on Infinite-Dimensional Spaces over Non-Archimedean Fields	65
IV	Quantum Mechanics for Non-Archimedean Wave Functions	85
V	Functional Integrals and the Quantization of Non-Archimedean Models with an Infinite Number of Degrees of Freedom	107
VI	The p-Adic-Valued Probability Measures	115
VII	Statistical Stabilization with Respect to p-adic and Real Metrics	161
VIII	The p-adic Valued Probability Distributions (Generalized Functions)	193
IX	p-Adic Superanalysis	215
	Bibliographical Remarks	235
	Open Problems	239
	App. 1. Expansion of Numbers in a Given Scale	241
	App. 2. An Analogue of Newton's Method	244
	App. 3. Non-Existence of Differential Maps from Q[subscript p] to R	246
	Bibliography	249
	Index	263