1 . The polynomial factors in the harmonic - oscillator wave functions are called Hermite polynomials after a French mathematician.

諧振子波函數的多項式因子隨一法國數學家之名而叫做厄米多項式.

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2 . The intermediate vertex positions are computed dynamically using interpolation schemes such as linear, Hermite curve, etc.

中間的頂點位置使用插值方法動態計算決定.

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3 . Four necessary and sufficient conditions for Hermitian matrix were obtained by using similar real symmetry matrix.

本文用類似于實對稱矩陣的研究方法,得到了Hermite矩陣的4個等價條件.

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4 . The coherent combination of multi - Hermite - Gaussian beams is proposed to describe the flat - topped beams.

提出了用多束厄米高斯光束相干合成產生平頂光束的方法.

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5 . Results Obtained some linear combination identities involving Hermite polynomials and parabolic cylinder function.

目的研究厄密多項式與拋物線柱函數線性組合的性質.

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