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| 942 |
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|c BK
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| 082 |
|
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|a 517.7
|b P683
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| 100 |
|
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|a Pol, Balth Van Der
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| 245 |
0 |
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|a Operational Calculus:
|b Based on The Two-Sided Laplace Integral /
|c Valth Van Der PolH. Bremmer.
|
| 250 |
|
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|a 2a ed.
|
| 260 |
|
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|a London :
|b Cambridge At The Unversity Press,
|c 1959
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| 300 |
|
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|a 415 p.
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| 592 |
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|a I. General IntroductionII. The Fourier Integral as Basis of The operational calculusIII. Elementary Operational ImagesIV. Elementary RulesV The Delta or Impluse FunctionVi Questions Concerning The convergence of the Definition IntegralVII. Asymptotic Relations and Operational Transposition of SeriesVIII.Linear Differential Equations with Constant CoeficientsIX. Simultaneus Linear Differential Equations With Constant Coefficients; Electric-Circuit TheoryX. Linear Differential Equations with Variable CoefficientsXI> Operational Rules of More Complicated CharacterXII.Step Functions and Other Discontinuous FunctionsXIII. Difference EquationsXIV. Integral EquationsXV. Partial Differential Equations in The Operational Calculus of one VariableXVI. Simultaneous Operational CalculusXVII. GrammarXVIII. Dictionary
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| 999 |
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|c 92774
|d 92774
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| 952 |
|
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|0 0
|1 0
|4 0
|6 517_700000000000000_P683
|7 0
|8 CG
|9 167988
|a 15
|b 15
|c CG
|d 2012-08-15
|i 15001049
|o 517.7 P683
|p 15001049
|r 2012-08-15
|t 1
|w 2012-08-15
|y BK
|