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Conditions for the uniform convergence in probability of wavelet decompositions for stochastic processes from the space $operatorname{Exp}_{arphi}(Omega)$

机译：从空间$ Operatorname {exp} _ { varphi}（ omega）$的随机过程中随机处理概率均匀收敛的条件

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Yu. V. Kozachenko; O. V. Polos’mak;
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1. CONDITIONS FOR THE UNIFORM CONVERGENCE IN PROBABILITY OF WAVELET DECOMPOSITIONS FOR STOCHASTIC PROCESSES FROM THE SPACE Expψ(Ω) [J] . YU. V. KOZACHENKO, 0. V. POLOSMAK Theory of probability and mathematical statistics . 2010,第Null期

机译：空间Expψ（Ω）随机过程的小波分解概率一致收敛的条件
2. CONDITIONS FOR THE UNIFORM CONVERGENCEOF EXPANSIONS OF φ-SUB-GAUSSIAN STOCHASTIC PROCESSESIN FUNCTION SYSTEMS GENERATED BY WAVELETS [J] . YU. V. KOZACHENKO, E. V. TURCHIN Theory of probability and mathematical statistics . 2008,第Null期

机译：小波生成的φ-次高斯随机过程的展开一致收敛的条件
3. Uniform convergence in probability of wavelet expansionsof random processes from [J] . Yu. V. Kozachenko, O. V. Polosmak Random operators and stochastic equations . 2008,第4期

机译：随机过程小波展开概率的均匀收敛
4. BOUNDS ON THE RATE OF UNIFORM CONVERGENCE OF LEARNING PROCESSES WITH EQUALITY-EXPECT NOISE SAMPLES ON QUASI-PROBABILITY SPACE [C] . ER-LING DU, YING-XIN WANG, MING-HU HA 2009 International Conference on Machine Learning and Cybernetics（2009机器学习与控制论国际会议）论文集 . 2009

机译：拟概率空间上具有等值期望噪声样本的学习过程的一致收敛速度的边界
5. Studies in stochastic processes: Adaptive wavelet decompositions and operator fractional Brownian motions. [D] . Didier, Gustavo de Vasconcellos. 2007

机译：随机过程的研究：自适应小波分解和算子分数布朗运动。
6. On fixed points and convergence results of sequences generated by uniformly convergent and point-wisely convergent sequences of operators in Menger probabilistic metric spaces [O] . Manuel De la Sen, Asier Ibeas, Jorge Herrera -1

机译：关于Menger概率度量空间中算子的均匀收敛点和逐点收敛点序列生成的序列的不动点和收敛结果
7. Approximation of $operatorname {SSub}_{arphi }(Omega )$ stochastic processes in the space $L_{p}(mathbb {T})$ [O] . Yu. V. Kozachenko, O. E. Kamenshchikova 2009

机译：$ OperatorName {ssub} _ { varphi}（ omega）$随机流程在空间$ l_ {p}（ mathbb {t}）$
8. Uniform Convergence of Curve Estimators for Ergodic Diffusion Processes. Probability, Networks and Algorithms (PNA). [R] . van Zanten, J. H. 2000

机译：遍历扩散过程曲线估计的一致收敛性。概率，网络和算法（pNa）。

Conditions for the uniform convergence in probability of wavelet decompositions for stochastic processes from the space $operatorname{Exp}_{arphi}(Omega)$

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