最 低 价：￥22.50
定 价：￥25.00
作 者：Lin Zheng-yan,Lu Chuan-rong,Zhang Li-xin 著
出 版 社：浙江大学出版社
出版时间：2001 年9月
I S B N：7308027244
| introduction chapter 1 some basic results on gaussian variables and gaussian processes 1.1 tail behavior of the supremum of a gaussian process 1.2 comparison theorems chapter 2 moduli of continuity and limit behavior of large increments for gaussian processes 2.1 the continuity of gaussian processes 2.2 fractional wiener processes 2.3 large increments of a two-parameter wiener process 2.4 two-parameter fractional levy-wiener processes 2.5 two-parameter ornstein-uhlenbeck process 2.6 kernel generated two-parameter gaussian processes 2.7 moduli of continuity for local times of gaussian processes chapter 3 moduli of continuity and large increments for infinite dimensional gaussian processes 3.1 continuity of/p-valued gaussian processes .3.2 the increments for b-valued stochastic processes 3.3 the increments for/p-valued gaussian processes 3.4 the increments for loo-valued gaussian processes chapter 4 the law of the iterated logarithm and almost sure limit inferior of increments for gaussian processes 4.1 the strassen laws of the iterated logarithm and its rates for gaussian processes 4.2 erd6s-revesz's law of the iterated logarithm for gaussian processes 4.3 the small ball probability and chung's law of the iterated logarithm of gaussian processes 4.4 the small ball probability and chung's law of the iterated logarithm of gaussian fields 4.5 liminfs for increments of gaussian processes 4.6 liminfs for two-parameter gaussian processes chapter 5 other path properties of gaussian processes 5.1 the p-variation of gaussian processes 5.2 the fractal nature of image and graph of gaussian fields 5.3 the fractal nature of increments of lp-valued gaussian processes 5.4 the fractal nature of increments of the infinite series of ornstein-uhlenbeck processes related to the chung type lil references subject index |
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