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techniques for solving linear gleichungssystemen with several right-hand sides by krylov - unterraumerweiterung

机译:右手边的线性方程组的求解技术by Krylov-Unterraumerweiterung

摘要

one embodiment is a method to solve linear of, the same matrix a which, with several vectors in the right side is coupled.for each new vector of the right side of a lu00f6sungsmechanismus extends an existing krylov - unterraum on the basis of the krylov - unterraums and datawith the previous vector of the right side are linked.the lu00f6sungsmechanismus will then use the enlarged krylov - unterraum to the linear system of equations for the new vector of the right side, approximately, to solve.by expanding krylov - unterraums for each new vector of the right side of the lu00f6sungsmechanismus continuously uses information from previous vectors of the right side of vorteilhaft.vorteilhafterweise is the extend of krylov - unterraums rechentechnisch faster than known techniques.about creating a new krylov - unterraums or transform an existing krylov - unterraums.therefore, through the establishment of the techniques, the probability of unterschreitens revealed by time constraints, the algorithms accompanythe solving of certain classes of include linear, will be reduced.
机译:一个实施例是一种求解线性矩阵的方法,该矩阵矩阵的右侧与多个矢量耦合。对于al u00f6sungsmechanismusus右侧的每个新矢量,在krylov的基础上扩展了现有的krylov-unterraum -unterraums和数据与右侧的前一个向量链接。l u00f6sungsmechanismus然后将使用扩大的krylov-unterraum近似地对方程组的线性系统进行右侧新向量的求解,通过扩展krylov-对于l的右侧的每个新矢量,unterraum连续使用vorteilhaft右侧的先前矢量的信息。vorteilhafterweise是krylov的扩展-unterraums rechentechnisch比已知技术快。现有的克雷洛夫-unterraums。因此,通过技术的建立,时间约束揭示了unterschreitens的概率,伴随某些类线性算法的求解,算法将会减少。

著录项

  • 公开/公告号DE102013107500A1

    专利类型

  • 公开/公告日2014-04-10

    原文格式PDF

  • 申请/专利权人 NVIDIA CORPORATION;

    申请/专利号DE201310107500

  • 发明设计人 ROBERT STRZODKA;

    申请日2013-07-15

  • 分类号G06F17/11;

  • 国家 DE

  • 入库时间 2022-08-21 15:37:19

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