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WindowTitle->16. Multivariate Transforms | Laplace Transforms in Theory and \
Practice
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This chapter covers multivariate Laplace and inverse Laplace transforms. In \
the context of multivariate Laplace transforms, the function of interest \
depends on several variables, and the Laplace transform is taken with respect \
to each of these variables. The primary focus of this chapter will be on \
bivariate (also known as double) Laplace transforms, addressing functions \
dependent on two variables. The extension to cases with more than two \
variables should be straightforward.\
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Or one can determine the univariate Laplace transform of each logarithm \
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Cell[TextData[{
 "Use formula (",
 
 CounterBox["DisplayFormulaNumbered", "double-inverse",
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 ") to determine its bivariate inverse transform:"
}], "Text",
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Cell["\<\
As a final example, determine the bivariate Laplace transform of the \
following function:\
\>", "Text",
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The Laplace transform can also be defined in the multivariate case.\
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Bivariate Laplace transforms of the separable functions are presented.\
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The main method to evaluate these would be reducing them to two consecutive \
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