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Book Categories |
Preface | ||
Pt. I | Random series and linear transformations of sequences of independent random elements | 1 |
Ch. 0 | Random elements and their convergence (preliminary notions) | 1 |
Ch. 1 | Series of independent random elements | 47 |
Ch. 2 | Linear transformations of independent random elements and series in sequence spaces | 123 |
Pt. II | Limit theorems for operator-normed sums of independent random vectors and their applications | 215 |
Ch. 3 | Operator-normed sums of independent random vectors | 217 |
Ch. 4 | Operator-normed sums of independent identically distributed random vectors | 269 |
Ch. 5 | Asymptotic properties of Gaussian Markov sequences | 307 |
Ch. 6 | Continuity of sample paths of Gaussian Markov processes | 343 |
Ch. 7 | Asymptotic properties of recurrent random sequences | 363 |
Ch. 8 | The interplay between strong and weak limit theorems for sums of independent random variables | 417 |
Comments | 443 | |
Bibliography | 455 | |
Subject index | 487 | |
List of Notations | 495 |
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Add Asymptotic Behaviour of Linearly Transformed Sums of Random Variables, This book deals with the almost sure asymptotic behaviour of linearly transformed sequences of independent random variables, vectors and elements of topological vector spaces. The main subjects dealing with series of independent random elements on topolog, Asymptotic Behaviour of Linearly Transformed Sums of Random Variables to your collection on WonderClub |