Titlebook: Gaussian Random Functions; M. A. Lifshits Book 1995 Springer Science+Business Media Dordrecht 1995 Gaussian distribution.Gaussian measure.

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Autoethnography in Language Educationhave different forms (see Theorems 14.1 and 14.5), and a certain gap may exist between these bounds. In particular, this is a reason of that it is impossible to give necessary and sufficient conditions for the boundedness (or continuity) of a Gaussian random function in terms of the entropy. In the

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Michel Arock,Gilbert Chemla,Jean-Paul Chemlaur subjects in Section 12. We established that this asymptotics had a unified fashion on the logarithmic level, and this fashion did not depend on the form of A and was controlled by constants governed by the action functional.

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,Schweiß- und Schweißrestspannungen,., ρ), and moreover, one can construct an indicator model for this function. The converse is obviously true: If both a Brownian function . an indicator model for this function exist, then (., ρ) may be isometrically embedded into L.. However, a more natural question is the following: Does the existe

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Edward Blair,Kathleen Williamson ξ. If . ⊂ ℝ., the term ‘.’ (or simply .) is used instead of the term ‘random function’; if . ⊂ ℝ., . > 1, the expression ‘.’ is used. In these cases, the elements of . are interpreted as the time instants or space points, respectively. If . = ℕ, a random function ξ is called the ..