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An algorithm of constructing the integral of a module : an infinite dimensional analog of Grobner basis(Algebraic Manipulation for Differential Equations)

机译：构造模块积分的算法：Grobner基的无穷大模拟（微分方程的代数处理）

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TAKAYAMA NOBUKI;
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年度 1990
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正文语种 en
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1. Algebraic decoder of multidimensional convolutional code: constructive algorithms for determining syndrome decoder and decoder matrix based on Grobner basis [J] . P. Jangisarakul, C. Charoenlarpnopparut Multidimensional systems and signal processing . 2011,第1a3期

机译：多维卷积码的代数解码器：基于Grobner基确定校正子解码器和解码器矩阵的构造算法
2. INFINITE DIMENSIONAL INTEGRALS AND PARTIAL DIFFERENTIAL EQUATIONS FOR STOCHASTIC AND QUANTUM PHENOMENA [J] . Sergio Albeverio, Sonia Mazzucchi Journal of Geometric Mechanics . 2019,第2期

机译：随机和量子现象的无限尺寸积分和部分微分方程
3. Large deviation principle for stochastic integrals and stochastic differential equations driven by infinite-dimensional semimartingales [J] . Ganguly Arnab Stochastic Processes and Their Applications: An Official Journal of the Bernoulli Society for Mathematical Statistics and Probability . 2018,第7期

机译：无限尺寸半圆形开关的随机积分和随机微分方程的大偏差原理
4. An algorithm of constructing the integral of a module?an infinite dimensional analog of Grobner basis [C] . N. Takayama International symposium on Symbolic and algebraic computation . 1990

机译：构造模块积分的算法-Grobner基的无限维模拟
5. The Bloch-Okounkov correlation functions and dimension formulas for modules of infinite-dimensional Lie algebras. [D] . Taylor, David George. 2007

机译：无穷维李代数模块的Bloch-Okounkov相关函数和维数公式。
6. Integrability of systems of two second-order ordinary differential equations admitting four-dimensional Lie algebras [O] . A. A. Gainetdinova, R. K. Gazizov -1

机译：包含四维李代数的两个二阶常微分方程组的系统可积性
7. AN ALGORITHM TO COMPUTE THE $b_P$-FUNCTIONS VIA GROBNER BASES OF INVARIANT DIFFERENTIAL OPERATORS ON PREHOMOGENEOUS VECTOR SPACES (Algorithms for D-modules) [O] . Muro Masakazu 2000

机译：通过非均匀矢量空间上的不变差分算子的格罗纳基础来计算$ b_P $函数的算法（D模块的算法）
8. Differential Algebraic Equations, Indices, and Integral Algebraic Equations. [R] . Gear, C. W. 1989

机译：微分代数方程，指数和积分代数方程。

An algorithm of constructing the integral of a module : an infinite dimensional analog of Grobner basis(Algebraic Manipulation for Differential Equations)

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