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## 1—10 of 138 matching pages

##### 1: Philip J. Davis

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► 2018) received an undergraduate degree in mathematics from Harvard College in 1943.
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►This immediately led to discussions among some of the project members about what might be possible, and the discovery that some interactive graphics work had already been done for the NIST Matrix Market, a publicly available repository of test matrices for comparing the effectiveness of numerical linear algebra algorithms.
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##### 2: DLMF Project News

*error generating summary*

##### 3: 1.1 Special Notation

##### 4: Brian Antonishek

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►Antonishek received the Bachelor of Science degree in computer science from the University of Pittsburgh, Johnstown, Pennsylvania, in 1990 and the Master of Science degree in computer science from the University of Pittsburgh, Pittsburgh, Pennsylvania, in 1996.
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##### 5: Abdou Youssef

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►degree in mathematics from the Lebanese University, and his M.
…degrees in computer science from Princeton University.
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##### 6: 14.26 Uniform Asymptotic Expansions

###### §14.26 Uniform Asymptotic Expansions

…##### 7: 18.40 Methods of Computation

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►Usually, however, other methods are more efficient, especially the numerical solution of difference equations (§3.6) and the application of uniform asymptotic expansions (when available) for OP’s of large degree.
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##### 8: Antony Ross Barnett

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►degree from Oxford University in 1965, and was Lecturer in Physics at the University of Manchester, U.
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##### 9: Frank Garvan

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►He did his Masters degree with Mike Hirschhorn (University of New South Wales).
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##### 10: Marjorie A. McClain

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►McClain received a degree in mathematics from Bucknell University in 1978 and an M.
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