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On the iteratively regularized Gauss-Newton method for solving nonlinear ill-posed problems
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The iteratively regularized Gauss-Newton method is applied to compute the stable solutions to nonlinear ill-posed problems F (x) = y when the data y is given approximately by y wit...
Jin Qi-nian
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IEEE
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Adaptive Web-based Engine for the Evaluation of eLearning Resources
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Lampros K. Stergioulas, Hasan Ahmed, Costas S. Xyd...
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A slant removal algorithm
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GIS
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ACM
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Accuracy of discontinuous binary surfaces: a case study using boreal forest fires
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Tarmo K. Remmel, Ajith H. Perera
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2002
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Mathematical Models for Cell-Matrix Interactions during Dermal Wound Healing
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P. K. Maini, L. Olsen, J. A. Sherratt
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