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## 1—10 of 16 matching pages

##### 1: Bernard Deconinck

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►He received his Diploma in Engineering Physics from the University of Ghent, Belgium.
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##### 2: 34.9 Graphical Method

##### 3: 35.9 Applications

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►In the nascent area of applications of zonal polynomials to the limiting probability distributions of symmetric random matrices, one of the most comprehensive accounts is Rains (1998).

##### 4: 27.21 Tables

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►Lehmer (1941) gives a comprehensive account of tables in the theory of numbers, including virtually every table published from 1918 to 1941.
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##### 5: 13.1 Special Notation

##### 6: 26.11 Integer Partitions: Compositions

##### 7: 27.13 Functions

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27.13.3
$$n={x}_{1}^{2}+{x}_{2}^{2}+\mathrm{\cdots}+{x}_{k}^{2},$$

►where the ${x}_{j}$ are integers, positive, negative, or zero, and the order of the summands is taken into account.
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##### 8: Preface

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*[This preface was written for the original release of the DLMF in 2010. For an up-to-date account of the current status of the project, see About the Project.]*…##### 9: Mathematical Introduction

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►The mathematical project team has endeavored to take into account the hundreds of research papers and numerous books on special functions that have appeared since 1964.
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►In addition, there is a comprehensive account of the great variety of analytical methods that are used for deriving and applying the extremely important asymptotic properties of the special functions, including double asymptotic properties (Chapter 2 and §§10.41(iv), 10.41(v)).
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##### 10: DLMF Project News

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