Stochastic Stability of Differential Equations - Hardcover

Hasminskii, R. Z.

 
9789028601000: Stochastic Stability of Differential Equations

Synopsis

I am very pleased to witness the printing of an English edition of this book by Noordhoff International Publishing. Since the date of the first Russian edition in 1969 there have appeared no less than two specialist texts devoted at least partly to the problems deal t wi th in the present book (Bunke [4] , Morozan [7]). There have also appeared a large number of research papers on our subject. Also worth mentioning is the monograph of Sagirov [1] containing ap­ plications of some of the results of this book to cosmology. In the hope of bringing the book somewhat more up to date we have written, jointly with M.B. Nevel'son, an Appendix contain­ ing an exposition of recent results. Also, we have in some places improved the original text of the book and have made some corrections. Among these changes, the following two are espe­ cially worth mentioning: A new version of Section 8.4, generaliz­ ing and simplifying the previous exposition, and a new presenta­ tion of Theorem 7.4.1 rendering correct the reference to this Theorem in Section 8.5. I am very pleased to witness the printing of an English edition of this book by Noordhoff International Publishing. Since the date of the first Russian edition in 1969 there have appeared no less than two specialist texts devoted at least partly to the problems deal t wi th in the present book (Bunke [4] , Morozan [7]). There have also appeared a large number of research papers on our subject. Also worth mentioning is the monograph of Sagirov [1] containing ap­ plications of some of the results of this book to cosmology. In the hope of bringing the book somewhat more up to date we have written, jointly with M.B. Nevel'son, an Appendix contain­ ing an exposition of recent results. Also, we have in some places improved the original text of the book and have made some corrections. Among these changes, the following two are espe­ cially worth mentioning: A new version of Section 8.4, generaliz­ ing and simplifying the previous exposition, and a new presenta­ tion of Theorem 7.4.1 rendering correct the reference to this Theorem in Section 8.5.

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