Некоторые Новые Свойства Схемы Разложения Многочленов Бубакера

Zhao, Tinggang; Наинг, Л; Юе, В Х; Yue, Weiqiang

doi:10.4213/mzm8591

Mat. Zametki

2010

DOI: 10.4213/mzm8591

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Некоторые Новые Свойства Схемы Разложения Многочленов Бубакера

Tinggang Zhao¹,

Л Наинг²,

В Х Юе³

et al.

Abstract: Рассматриваются некоторые новые свойства схемы разложения многочленов Бубакера. В частности, показано, что схема разложения многочленов Бубакера удовлетворяет стандартным граничным условиям Коши. Библиография: 16 названий.

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2011

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Cited by 8 publications

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Boubaker polynomials expansion scheme (BPES) solution to Boltzmann diffusion equation in the case of strongly anisotropic neutral particles forward–backward scattering

Boubaker¹

2011

Annals of Nuclear Energy

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Некоторые Новые Свойства Схемы Разложения Многочленов Бубакера

Cited by 8 publications

References 9 publications

Boubaker polynomials expansion scheme (BPES) solution to Boltzmann diffusion equation in the case of strongly anisotropic neutral particles forward–backward scattering

Boubaker polynomials expansion scheme (BPES) solution to Boltzmann diffusion equation in the case of strongly anisotropic neutral particles forward–backward scattering

SnxSy compounds growth by controlled sulfurisation of SnO2

Optimization of transparent conducting oxide ZnO compound thickness in terms of four alloys thermo-physical performance aggregates

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