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In order to eliminate these drawbacks of Chakraborty’s theory, Raman and Venkatanarasaiah [6] have presented a nonlinear diffraction theory due to the Stokes second-order waves
— These notes are devoted to the Local Duality Theorem for D -modules, which asserts that the topological Grothendieck-Verdier duality exchanges the de Rham complex and the
Yet another analysis of the model considered here is done in 24, but there it was assumed that both the arrival and service rates of the secondary customers are small, while the
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These results are applied to obtain the Hi]le-Yosida theorem for homogeneous Markov fields of the Feller type and to establish forward, back- ward, and mixed Ko]mogorov equations
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