Titlebook: Analysis of Dirac Systems and Computational Algebra; Fabrizio Colombo,Irene Sabadini,Daniele C. Struppa Textbook 2004 Springer Science+Bus

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Background Material, generalized function An appendix containing the basic definitions of category theory completes the chapter. Because of the purely instrumental nature of this chapter, we have made no pretense of completeness, and the reader might want to skip this material and refer to it only as the need occurs.

冲击力

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Analysis of Dirac Systems and Computational Algebra

核心

DOTE

Mirva Salminen,Gerald Zojer,Kamrul HossainIn this section we recall the fundamental notions about Clifford algebras. The reader interested in a more thorough treatment can consult [40], [55], [78], [118].

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轨道

The Cauchy-Fueter System and Its Variations,ded as background to develop the theory of quaternionic hyperfunctions in one variable. Therefore we give an overview of the theory without proofs, for which we give references pointing out the main differences and the similarities with the theory of holomorphic functions in one complex variable.

突变

Mirva Salminen,Gerald Zojer,Kamrul Hossain book accessible to readers who are not experts in either the algebraic or analytic aspects, we have given the minimum of exposition of the various needed tools which are usually spread over several books. The chapter is divided into three parts: algebraic tools, analytical tools and elements of hyp

雪上轻舟飞过

Digitalisation and Human Securityeve that Euler was the first major mathematician to use the term “algebraic analysis” in connection with his important work on general solutions to linear ordinary differential equations with constant coefficients, [71]. Currently, the term “algebraic analysis” refers to the work of the Japanese sch