partial pivoting
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11—20 of 95 matching pages
11: 36.4 Bifurcation Sets
12: 28.32 Mathematical Applications
13: 20.13 Physical Applications
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βΊThe functions , , provide periodic solutions of the partial differential equation
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20.13.1
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20.13.2
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14: 1.6 Vectors and Vector-Valued Functions
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1.6.19
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1.6.20
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1.6.22
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βΊSuppose is an oriented surface with boundary which is oriented so that its direction is clockwise relative to the normals of .
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βΊwhere is the derivative of normal to the surface outwards from and is the unit outer normal vector.
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15: 3.4 Differentiation
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§3.4(iii) Partial Derivatives
… βΊ … βΊThe results in this subsection for the partial derivatives follow from Panow (1955, Table 10). Those for the Laplacian and the biharmonic operator follow from the formulas for the partial derivatives. … βΊ16: 19.4 Derivatives and Differential Equations
17: 30.13 Wave Equation in Prolate Spheroidal Coordinates
18: 31.10 Integral Equations and Representations
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βΊand the kernel is a solution of the partial differential equation
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31.10.4
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31.10.8
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βΊand the kernel is a solution of the partial differential equation
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31.10.18
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