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An Effective Wavelet Matrix Transform Approach for Efficient Solutions of Electromagnetic Integral Equations (1997)  (Make Corrections)  
Zhonggui Xiang, Yilong Lu



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Abstract: An effective numerical method based on wavelet matrix transforms for efficient solution of electromagnetic (EM) integral equations is proposed. Using the wavelet matrix transform produces highly sparse moment matrices which can be solved efficiently. A fast construction method for various orthonormal or nonorthonormal wavelet basis matrices is also given. It has been found that using nonsimilarity wavelet matrix transforms such as nonsimilarity nonorthonormal cardinal spline wavelet (NSNCSW)... (Update)

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BibTeX entry:   (Update)

@misc{ xiang-effective,
  author = "Zhonggui Xiang and Yilong Lu",
  title = "An Effective Wavelet Matrix Transform Approach for Efficient Solutions
    of Electromagnetic Integral Equations",
  url = "citeseer.ist.psu.edu/xiang97effective.html" }
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401   An Introduction to Wavelets (context) - Chui - 1992
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21   the use of wavelet expansions in the method of moments (context) - Steinberg, Leviatan - 1993
13   Fast waveguide mode computation using wavelet-like basis fun.. (context) - Wagner, Otto et al. - 1993
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10   A hybrid wavelet expansion and boundary element analysis for.. (context) - Wang, Pan et al. - 1995
8   the application of fast wavelet transform to the integral-eq.. (context) - Kim, Ling - 1993
5   A study of wavelets for the solution of electromagnetic inte.. - Wagner, Chew - 1995

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