limit point and limit circle boundary conditions
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11—20 of 237 matching pages
11: 32.14 Combinatorics
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32.14.1
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►The distribution function given by (32.14.2) arises in random matrix theory where it gives the limiting distribution for the normalized largest eigenvalue in the Gaussian Unitary Ensemble of Hermitian matrices; see Tracy and Widom (1994).
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12: 3.7 Ordinary Differential Equations
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►Consideration will be limited to ordinary linear second-order
differential equations
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►with limits taken in (3.7.16) when or , or both, are infinite.
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3.7.17
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13: 15.11 Riemann’s Differential Equation
14: 28.7 Analytic Continuation of Eigenvalues
15: 4.4 Special Values and Limits
16: Mathematical Introduction
17: 4.17 Special Values and Limits
18: 28.34 Methods of Computation
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(b)
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19: 14.24 Analytic Continuation
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►the limiting value being taken in (14.24.1) when is an odd integer.
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►the limiting value being taken in (14.24.4) when .
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