Fully parallel methods for a class of linear partial differential-algebraic equations
This note deals with two fully parallel methods for solving linear partial diíĩerentialalgebraic equations (PDAEs) of the form: Aut + BAu = /(x , t) (1) where A is a singular, symmetric and nonnegative matrix, while B is a symmetric positive define matrix. The stability and convergence of proposed...
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oai:112.137.131.14:VNU_123-574242018-07-30T07:51:14Z Fully parallel methods for a class of linear partial differential-algebraic equations Vu, Tien Dung DiíTerential-algebraic equation (DAE) partial diíĩerential-algebraic equation (PDAE) nonnegative pencil of matrices, parallel method This note deals with two fully parallel methods for solving linear partial diíĩerentialalgebraic equations (PDAEs) of the form: Aut + BAu = /(x , t) (1) where A is a singular, symmetric and nonnegative matrix, while B is a symmetric positive define matrix. The stability and convergence of proposed methods are discussed. Some numerical experiments on high-performance computers are also reported. 2017-08-18T02:48:46Z 2017-08-18T02:48:46Z 2007 Article Vu, T. D. (2007). Fully parallel methods for a class of linear partial differential-algebraic equations. VNU Joumal of Science, Mathematics - Physics Vol. 23, No. 4, 201-209 2588-1124 http://repository.vnu.edu.vn/handle/VNU_123/57424 en VNU Joumal of Science, Mathematics - Physics application/pdf H. : ĐHQGHN |
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Vietnam National University, Hanoi |
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VNU Library & Information Center |
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Vietnam |
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| language |
English |
| topic |
DiíTerential-algebraic equation (DAE) partial diíĩerential-algebraic equation (PDAE) nonnegative pencil of matrices, parallel method |
| spellingShingle |
DiíTerential-algebraic equation (DAE) partial diíĩerential-algebraic equation (PDAE) nonnegative pencil of matrices, parallel method Vu, Tien Dung Fully parallel methods for a class of linear partial differential-algebraic equations |
| description |
This note deals with two fully parallel methods for solving linear partial diíĩerentialalgebraic equations (PDAEs) of the form:
Aut + BAu = /(x , t) (1)
where A is a singular, symmetric and nonnegative matrix, while B is a symmetric positive define matrix. The stability and convergence of proposed methods are discussed. Some numerical experiments on high-performance computers are also reported. |
| format |
Article |
| author |
Vu, Tien Dung |
| author_facet |
Vu, Tien Dung |
| author_sort |
Vu, Tien Dung |
| title |
Fully parallel methods for a class of linear partial differential-algebraic equations |
| title_short |
Fully parallel methods for a class of linear partial differential-algebraic equations |
| title_full |
Fully parallel methods for a class of linear partial differential-algebraic equations |
| title_fullStr |
Fully parallel methods for a class of linear partial differential-algebraic equations |
| title_full_unstemmed |
Fully parallel methods for a class of linear partial differential-algebraic equations |
| title_sort |
fully parallel methods for a class of linear partial differential-algebraic equations |
| publisher |
H. : ĐHQGHN |
| publishDate |
2017 |
| url |
http://repository.vnu.edu.vn/handle/VNU_123/57424 |
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1680966776954814464 |