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MATHEMATICAL THEORY OF k MULTIPLIER

MATHEMATICAL THEORY OF k MULTIPLIER
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摘要 On the power unit vector presented by Yang Wenxiong, it for the mathematical theory of k multiplier is extended to create a new mathematical branch. The extended k multiplier is yet to concern the negative pavers. Enumerating the combinatorial variaties and its functions can satisfy the various conditions, formulas, integrations, and equations etc. derived by Yang Wenxiong. The theory of k multiplier will be applied further to establish the theory of supperlight of a particle and its motion with the natural wave-panicle duality etc. On the power unit vector presented by Yang Wenxiong, it for the mathematical theory of k multiplier is extended to create a new mathematical branch. The extended k multiplier is yet to concern the negative pavers. Enumerating the combinatorial variaties and its functions can satisfy the various conditions, formulas, integrations, and equations etc. derived by Yang Wenxiong. The theory of k multiplier will be applied further to establish the theory of supperlight of a particle and its motion with the natural wave-panicle duality etc.
作者 杨文熊
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2000年第3期347-354,共8页 应用数学和力学(英文版)
关键词 power unit vector k multiplier hyperbolic function hyperbolic equation power unit vector k multiplier hyperbolic function hyperbolic equation
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