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Functions and mappings / Numerical analysis / Computational complexity theory / Integral / Derivative / Monte Carlo integration / Classical Wiener space / Stochastic process / Numerical integration / Mathematical analysis / Mathematics / Statistics


RESEARCH ANNOUNCEMENTS BULLETIN(New Series) OF THE AMERICANMATHEMATICALSOCIETY Volume 28, Number 2, April 1993
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Document Date: 2010-03-29 15:28:15

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City

Lexington / Philadelphia / Berlin / Montreal / New York / Springer-Verlag / Paris / /

Company

P. Speckman Lp / /

Currency

pence / USD / /

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Facility

University of Oregon / /

IndustryTerm

e-i / e-approximation / e-d / /

Organization

University of Oregon / National Science Foundation / American Mathematical Society / Department of Computer Science / Department of Statistics / /

Person

David R.Adams / Klaus Ritter / /

Position

Acknowledgment The author / /

ProvinceOrState

Kentucky / Nova Scotia / Oregon / New York / Pennsylvania / /

Technology

312 These algorithms / classical Monte Carlo algorithm / /

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