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<section name="raw"> <SEQUENTIAL> <record key="001" att1="001" value="LIB906526309" att2="LIB906526309">001 LIB906526309</record> <field key="037" subkey="x">englisch</field> <field key="050" subkey="x">Buch</field> <field key="076" subkey="">Formalwissenschaft</field> <field key="100" subkey="">ikeda, nobuyuki</field> <field key="103" subkey="">department of mathematics, osaka university</field> <field key="104" subkey="a">watanabe, shinzo</field> <field key="107" subkey="">department of mathematics, kyoto university</field> <field key="331" subkey="">stochastic differential equations and diffusion processes</field> <field key="335" subkey="a">ito, kiyosi ; dedicated to</field> <field key="403" subkey="">2. ed.</field> <field key="410" subkey="">amsterdam, oxford, new york</field> <field key="412" subkey="">north-holland publishing company</field> <field key="415" subkey="">tokyo</field> <field key="417" subkey="">kodansha ltd.</field> <field key="425" subkey="">1989</field> <field key="433" subkey="">xvi, 555 pp.</field> <field key="451" subkey="">north-holland mathematical library; vol. 24</field> <field key="451" subkey="h">artin, m. (ed.) ; bass, h. (ed.) ; eells, j. (ed.) ; et al.</field> <field key="517" subkey="c">from the table of contents: preface; general notation; preliminaries; stochastic integrals and ito's formula; stochastic</field> <field key="cal" subkey="c">ulus; stochastic differential equations; diffusion process on manifolds; theorems on comparison and approximation and their</field> <field key="app" subkey="l">ications; bibliography; index;</field> <field key="540" subkey="">0-444-87378-3</field> <field key="544" subkey="">12173-A</field> <field key="700" subkey="b">519</field> <field key="700" subkey="b">probabilities and applied mathematics</field> <field key="710" subkey="">stochastic differential equations</field> <field key="710" subkey="">diffusion processes</field> </SEQUENTIAL> </section> Servertime: 0.354 sec | Clienttime:
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