A high-order, fast algorithm for scattering calculation in two dimensions (English)
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In:
Computers and Mathematics with Applications
;
47
, 1
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1-11
;
2004
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ISSN:
- Article (Journal) / Electronic Resource
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Title:A high-order, fast algorithm for scattering calculation in two dimensions
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Contributors:Aguilar, J.C. ( author ) / Chen, Yu ( author )
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Published in:Computers and Mathematics with Applications ; 47, 1 ; 1-11
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Publisher:
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Publication date:2004-01-01
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Size:11 pages
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ISSN:
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DOI:
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Type of media:Article (Journal)
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Type of material:Electronic Resource
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Language:English
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Keywords:
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Source:
Table of contents – Volume 47, Issue 1
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
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A high-order, fast algorithm for scattering calculation in two dimensionsAguilar, J.C. / Chen, Yu et al. | 2004
- 13
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Existence theorems of global solutions of initial value problems for nonlinear integrodifferential equations of mixed type in banach spaces and applicationsLiu, Lishan / Wu, Congxin / Guo, Fei et al. | 2004
- 23
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Some further inequalities for univariate moments and some new ones for the covarianceBarnett, N.S. / Dragomir, S.S. et al. | 2004
- 37
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Some observations regarding interpolants in the limit of flat radial basis functionsFornberg, B. / Wright, G. / Larsson, E. et al. | 2004
- 57
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An acoustic correction method for extracting sound signalsWang, Z.K. / Djambazov, G.S. / Lai, C.-H. / Pericleous, K.A. et al. | 2004
- 71
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Periodicity on partial wordsBlanchet-Sadri, F. et al. | 2004
- 83
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Bounds for solutions of a six-point partial-difference schemeDehghan, M. / Saadatmandi, A. et al. | 2004
- 91
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Extended GDQ and related discrete element analysis methods for transient analyses of continuum mechanics problemsChen, C.-N. et al. | 2004
- 101
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The definition of convex fuzzy subsetYuan, Xue-Hai / Lee, E.S. et al. | 2004
- 115
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Infinitely many positive solutions of the diophantine equation x2 − kxy + y2 + x = 0Marlewski, A. / Zarzycki, P. et al. | 2004
- 123
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A transformation for symplectic systems and the definition of a focal pointElyseeva, J. et al. | 2004
- 135
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A numerical method for a nonlocal hyperbolic model arising from a reliability systemAckleh, A.S. / Deng, K. / Derouen, J. / Li, Wei et al. | 2004
- 149
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Oscillation theorems for certain nonlinear differential equations of second orderTiryaki, A. / Ayanlar, B. et al. | 2004
- iii
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Editorial Board| 2004