Spiegel, Murray R. Mathematical Handbook of Formulas and Tables Schaum's Outline Series McGraw-Hill 1968
Each integral is computed by Axiom and compared against the published result.
Each Axiom result is differenced from the published result and reduced to a constant (usually 0).
  Schaums 14.59-14.83 
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  Schaums 14.84-14.104 
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  Schaums 14.104-14.112 
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  Schaums 14.113-.119 
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  Schaums 14.120-14.124 
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  Schaums 14.125-14.143 
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  Schaums 14.144-14.162 
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  Schaums 14.163-14.181 
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  Schaums 14.182-14.209 
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  Schaums 14.210-14.236 
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  Schaums 14.237-14.264 
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  Schaums 14.265-14.279 
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  Schaums 14.280-14.298 
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  Schaums 14.299-14.310 
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  Schaums 14.311-14.324 
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  Schaums 14.325-14.338 
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  Schaums 14.339-14.368 
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  Schaums 14.369-14.398 
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  Schaums 14.399-14.428 
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  Schaums 14.429-14.439 
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  Schaums 14.440-14.450 
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  Schaums 14.451-14.460 
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  Schaums 14.461-14.470 
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  Schaums 14.471-14.508 
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  Schaums 14.509-14.524 
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  Schaums 14.525-14.539 
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  Schaums 14.540-14.561 
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  Schaums 14.562-14.589 
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  Schaums 14.590-14.603 
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  Schaums 14.604-14.614 
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  Schaums 14.615-14.625 
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  Schaums 14.626-14.635 
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  Schaums 14.636-14.645 
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  Schaums 14.646-14.677 
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This portion of the CATS suite involves Ordinary Differential Equations. This is the Kamke test suite as published by E. S. Cheb-Terrab. They have been rewritten using Axiom syntax. Where possible we show that the particular solution actually satisfies the original ordinary differential equation.
Kamke0 source pdf
Kamke1 source pdf
Kamke2 source pdf
Kamke3 source pdf
Kamke4 source pdf
Kamke5 source pdf
Kamke6 source pdf
Kamke7 source pdf
