Symbolic And Algebraic Computation By Computers - Proceedings Of The Second International Symposium

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N Inada, T Soma
World Scientific, 1985/10/01 - 256 ページ
This proceedings is based on research work on formula manipulation and computer algebra, culminating in the design and construction of a formula manipulation machine at RIKEN known as the FLATS project.
 

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目次

Polynomial Remainder Sequence Greatest Common Divisors Revisited
1
The Role of Explanation in Symbolic Computation
13
Overview and Current Status of the FLATS
35
The Rationale of LIER A Considered LISP
41
Symbolic Manipulation of Recurrence Relations An Approach to the Manipulation of Special Functions
55
Towards a Symbolic Mathematical Knowledge Base
67
A Survey on the Method of Groebner Bases for Solving Problems in Connection with Systems of Multivariate Polynomials
69
Towards a Parallel Reduction Architecture
85
Gini Coefficient of Wealth in Life Cycle Model
119
Another Topic in Solving Differential Equations
153
Application of the Formula Manipulating System to Statistical Mechanics Focusing on the Spin Glass of the BondRandom Ising Model
155
Recent Applications of REDUCE in RIKEN
181
Closed Form Solutions of Ordinary Differential Equations
183
Speeding Up the SKIM list Processor with Caches
197
Architecture of a Josephson Computer FLATS3
205
The Key to Improved Algebraic Computation
215

Circuit Simulation Code Generation by Computer Algebra
87
Symbolic Newton Iteration and Its Application
105
APPENDIX
231
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