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Generalized Integral Representations for Functions with Values in C(V_(3,3))
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作者 Klaus GURLEBECK Zhongxiang ZHANG 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2011年第1期123-138,共16页
By using the solution to the Helmholtz equation u-λu = 0(λ≥ 0),the explicit forms of the so-called kernel functions and the higher order kernel functions are given.Then by the generalized Stokes formula,the integra... By using the solution to the Helmholtz equation u-λu = 0(λ≥ 0),the explicit forms of the so-called kernel functions and the higher order kernel functions are given.Then by the generalized Stokes formula,the integral representation formulas related with the Helmholtz operator for functions with values in C(V3,3) are obtained.As application of the integral representations,the maximum modulus theorem for function u which satisfies Hu = 0 is given. 展开更多
关键词 Universal Clifford algebra Helmholtz equation Generalized cauchypompeiu formula
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