Presents a development of a method based on the notion of the convolution of a linear operator. This unifies approaches from operational calculus, multiplier theory, algebraic analysis and spectral theory. The most important application of the convolutional method is the extension of the Duhamel met
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Presents a development of a method based on the notion of the convolution of a linear operator. This unifies approaches from operational calculus, multiplier theory, algebraic analysis and spectral theory. The most important application of the convolutional method is the extension of the Duhamel method for space-variables of problems of mathematica
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