“舒尔函数”的概念、定义、翻译、参考文献-科学参考

　

单词	舒尔函数
释义	舒尔函数 Encyclopedia 理学舒尔函数释 Schur function舒尔函数一类以整数分拆为指标所刻画的对称函数，也可以看成是初等对称函数和完全齐次对称函数的推广。在组合数学中，舒尔函数以I.舒尔（Issai Schur，德国，1875-01-10～1941-01-10）命名。它最早由A.-L.柯西于1815年定义。C.科斯特卡（Carl Kostka，安得堡，1846-12-03～1921-12-28）最先考察了舒尔函数的单项式展开，D.E.李特尔伍德（Dudley Ernest Littlewood，英国，1903-09-07～1979-12-06）利用半标准杨表（见杨表）给出了展开系数的组合解释。 Mathematics ＞组合数学、组合设计与图论＞组合数学＞释义 Schur function舒尔函数 Schur function舒尔函数
随便看	development of lacrimal gland development of larynx development of limb bones development of limb muscles development of lymph nodes development of marine space resources development of mechanical industry in Germany development of mechanical industry in the United Kingdom development of mechanical industry in the United States development of meta-cognition development of middle ear development of muscular system development of nervous system development of ocean energy development of ovary development of pancreas development of pineal body development of pituitary gland development of pumped storage power station in China development of reservoir with bottom water development of respiratory system development of rib development of self-concept development of self-conscious emotion development of skeletal muscles

　

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