trigonometric
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11—20 of 343 matching pages
11: 4.32 Inequalities
12: 4.29 Graphics
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►The conformal mapping is obtainable from Figure 4.15.7 by rotating both the -plane and the -plane through an angle , compare (4.28.8).
►The surfaces for the complex hyperbolic and inverse hyperbolic functions are similar to the surfaces depicted in §4.15(iii) for the trigonometric and inverse trigonometric functions.
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13: 4.15 Graphics
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§4.15(i) Real Arguments
… ►Figure 4.15.7 illustrates the conformal mapping of the strip onto the whole -plane cut along the real axis from to and to , where and (principal value). … ►§4.15(iii) Complex Arguments: Surfaces
… ►The corresponding surfaces for , , and are similar. … ►The corresponding surfaces for , , can be visualized from Figures 4.15.9, 4.15.11, 4.15.13 with the aid of equations (4.23.16)–(4.23.18).14: 4.20 Derivatives and Differential Equations
§4.20 Derivatives and Differential Equations
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4.20.1
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4.20.2
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4.20.3
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►With , the general solutions of the differential equations
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