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Integration Between the Lebesgue Integral and the Henstoc...

Kurzweil, Jaroslav
Integration Between the Lebesgue Integral and the Henstock-Kurzweil Integral: Its Relation to Local Convex Vector Spaces
The main topics of this book are convergence and topoligization. Integration on a compact interval on the real line is treated with Riemannian sums for various integration bases. General results are specified to a spectrum of integrations, including Lebesgue integration, the Denjoy integration in the restricted sense, the integrations introduced by Pfeffer and by Bongiorno, and many others. Morever, some relations between integration and diffe...

CHF 84.00

Henstock-kurzweil Integration: Its Relation To Topologica...

Kurzweil, Jaroslav
Henstock-kurzweil Integration: Its Relation To Topological Vector Spaces
the results of the book are very interesting and profound and can be read successfully without preliminary knowledge. It is written with a great didactical mastery, clearly and precisely It can be recommended not only for specialists on integration theory, but also for a large scale of readers, mainly for postgraduate students".Mathematics Abstracts

CHF 96.00

Generalized Ordinary Differential Equations

Kurzweil, Jaroslav
Generalized Ordinary Differential Equations
This book provides a systematic treatment of the Volterra integral equation by means of a modern integration theory which extends considerably the field of differential equations. It contains many new concepts and results in the framework of a unifying theory. In particular, this new approach is suitable in situations where fast oscillations occur.

CHF 114.00