Collocation from a broad perspective

Computational methods in water resources - Volume 2 - Computational methods,surface water systems and hydrology

Volumn , Issue , 2000, Pages 661-667

  Herrera, I ^a  

^a UNIVERSIDAD NACIONAL AUTÓNOMA DE MÉXICO   (Mexico)

Author keywords

[No Author keywords available]

Indexed keywords

DIFFERENTIAL EQUATION;

EID: 0033668843     PISSN: None     EISSN: None     Source Type: Book    
DOI: None     Document Type: Conference Paper

References (30)

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2. Solution of general differential equations using the algebraic theory approach
3. Generalized alternating-direction collocation methods for parabolic equations. I. Spatially varying coefficients
4. Generalized alternating-direction collocation methods for parabolic equations. II. Transport equations with applications to seawater intrusion problems
5. Generalized alternating-direction collocation methods for parabolic equations. III. Nonrectangular domains
6. Collocation at Gaussian points
7. Boundary methods. A criterion for completeness
8. Unified approach to numerical methods. Part 1. Green's formulas for operators in discontinuous fields
9. Unified approach to numerical methods. Part 2. Finite elements, boundary methods and its coupling
10. Unified approach to numerical methods. Part 3. Finite differences and ordinary differential equations
11. The algebraic theory approach for ordinary differential equations: Highly accurate finite differences
12. Localized adjoint methods: A new discretization methodology
13. Innovative discretization methodologies based on LAM
14. Trefftz-Herrera domain decomposition. Special volume on Trefftz method: 70 years anniversary
15. Trefftz method, domain decomposition and TH-collocatioin
16. Parallelization using TH-collocation
17. Trefftz-Herrera method
18. Indirect methods of collocatioin: Trefftz-Herrera collocation
19. On Jirousek method and its generalizations
20. T-elements: State of the art and future trends
21. On the Schwarz alternating method. I
22. Shampine. A collocation method for boundary value problems
23. Ein Gegenstuck zum Ritz'schen Verfahren