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Khan, Arbaz (author), Upadhyay, Chandra Shekhar (author), Gerritsma, M.I. (author)
In this paper, an h∕p spectral element method with least-square formulation for parabolic interface problem will be presented. The regularity result of the parabolic interface problem is proven for non-homogeneous interface data. The differentiability estimates and the main stability estimate theorem, using non-conforming spectral element...
journal article 2018
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Gerritsma, J. (author)
journal article 1991
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Gerritsma, J. (author)
journal article 1986
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Gerritsma, J. (author)
journal article 1986
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Gerritsma, J. (author)
journal article 1985
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Gerritsma, J. (author)
journal article 1985
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Gerritsma, J. (author), Keuning, J.A. (author)
journal article 1985
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Gerritsma, J. (author)
journal article 1985
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Gerritsma, J. (author)
journal article 1984
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Gerritsma, J. (author)
journal article 1984
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Gerritsma, J. (author)
journal article 1983
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Beukelman, W. (author), Gerritsma, J. (author)
journal article 1982
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Keuning, Lex J.A. (author), Gerritsma, J. (author)
journal article 1982
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Gerritsma, J. (author)
journal article 1982
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Gerritsma, J. (author)
journal article 1982
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Gerritsma, J. (author)
journal article 1981
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Gerritsma, J. (author)
journal article 1981
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Gerritsma, J. (author)
journal article 1980
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Gerritsma, J. (author)
journal article 1980
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Gerritsma, J. (author)
journal article 1980
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