Stochastic differential equations : an introduction with applications /

में बचाया:

ग्रंथसूची विवरण
मुख्य लेखक:	�ksendal, B. K. (Bernt Karsten), 1945-
स्वरूप:	पुस्तक
भाषा:	अंग्रेज़ी
प्रकाशित:	Berlin ; New York; New Delhi : Springer, c2003[Reprint 2005].
संस्करण:	6th ed.
श्रृंखला:	Universitext
विषय:	Stochastic differential equations.
ऑनलाइन पहुंच:	Publisher description Table of contents only
टैग:	टैग जोड़ें कोई टैग नहीं, इस रिकॉर्ड को टैग करने वाले पहले व्यक्ति बनें!

समान संसाधन: Stochastic differential equations :

त्वरित देखें
Lectures in elementary probability theory and stochastic processes /
त्वरित देखें
Probability, random variables, and stochastic processes /
त्वरित देखें
Probability,Random Variables, and Stochastic Processes /
त्वरित देखें
Introduction to probability /
त्वरित देखें
Differential equations /
त्वरित देखें
Differential equations /
त्वरित देखें
Differential equations /
त्वरित देखें
Probability and random processes with applications to signal processing /
त्वरित देखें
An elementary treatise on differential equations and their applications /
त्वरित देखें
Probability, Random Variables and Random Processes : Theory and Signal Processing Applications /
त्वरित देखें
An introduction to partial differential equations /
त्वरित देखें
A first course in differential equations with modeling applications /
त्वरित देखें
Schaum's outline of modern introductory differential equations /
त्वरित देखें
Differential equations /
त्वरित देखें
Differential equations /
त्वरित देखें
Differential equations with Applications /
त्वरित देखें
Schaum's outline of theory and problems of probability, random variables, and random process /
त्वरित देखें
Introduction to probability models /
त्वरित देखें
Introduction to probability models /
त्वरित देखें
Introduction to probability models /
त्वरित देखें
Introduction to probability models /
त्वरित देखें
Advanced Differential Equations : Including boundary value problems and differential equations /
त्वरित देखें
Elementary differential equations /
त्वरित देखें
Schaum's outline of theory and problems of introduction to probability and statistics /