Methods of splitting by subdomains for the neutron transport equation

B.D. Abramov, S.B. Shikhov
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引用次数: 3

Abstract

A family of methods of iterations in subdomains, intended for solving boundary-value problems in neutron transport theory is analysed. These methods are generated by certain schemes for splitting positive operators in Banach spaces with a cone. The comparative characteristics of such methods are studied and the most efficient ones are indicated.

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中子输运方程的子域分裂方法
分析了一组用于求解中子输运理论边值问题的子域迭代方法。这些方法是由Banach空间中带锥的正算子分裂的若干方案生成的。研究了各种方法的比较特点,指出了几种最有效的方法。
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