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1“... with kinematic boundary conditions and is mainly based on the solution of a first-order partial differential...”
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2“... with kinematic boundary conditions and is mainly based on the solution of a first-order partial differential...”
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3“... with kinematic boundary conditions and is mainly based on the solution of a first-order partial differential...”
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4by G. Gopalan, B. Hrafnkelsson, G. Aðalgeirsdóttir, A. H. Jarosch, F. Pálsson“... for solving the SIA partial differential equation (PDE). An additional novelty of this work is the correction...”
Published in The Cryosphere (2018)
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5by G. Gopalan, B. Hrafnkelsson, G. Aðalgeirsdóttir, A. H. Jarosch, F. Pálsson“... for solving the SIA partial differential equation (PDE). An additional novelty of this work is the correction...”
Published in The Cryosphere (2018)
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6by Gopalan, Giridhar Raja, Hrafnkelsson, Birgir, Adalgeirsdottir, Gudfinna, Jarosch, Alexander H., Pálsson, Finnur“... for solving the SIA partial differential equation (PDE). An additional novelty of this work is the correction...”
Published in The Cryosphere (2018)
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7by Gopalan, Giri, Hrafnkelsson, Birgir, Aðalgeirsdóttir, Guðfinna, Jarosch, Alexander H., Pálsson, Finnur“... for solving the SIA partial differential equation (PDE). An additional novelty of this work is the correction...”
Published in The Cryosphere (2018)
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8by H. Zhu, N. Petra, G. Stadler, T. Isaac, T. J. R. Hughes, O. Ghattas“... and Hessian expressions for the resulting partial differential equation (PDE)-constrained optimization problem...”
Published in The Cryosphere (2016)
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9by H. Zhu, N. Petra, G. Stadler, T. Isaac, T. J. R. Hughes, O. Ghattas“... and Hessian expressions for the resulting partial differential equation (PDE)-constrained optimization problem...”
Published in The Cryosphere (2016)
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10by Hillebrand, Trevor R., Hoffman, Matthew J., Perego, Mauro, Price, Stephen F., Howat, Ian M.“...-constrained (partial differential equation) optimization. Next, we impose calving rates to match mean observed...”
Published in The Cryosphere (2022)
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11by T. R. Hillebrand, M. J. Hoffman, M. Perego, S. F. Price, I. M. Howat“...-constrained (partial differential equation) optimization. Next, we impose calving rates to match mean observed...”
Published in The Cryosphere (2022)
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12by Zhu, Hongyu, Petra, Noemi, Stadler, Georg, Isaac, Tobin, Hughes, Thomas J. R., Ghattas, Omar“... and Hessian expressions for the resulting partial differential equation (PDE)-constrained optimization problem...”
Published in The Cryosphere (2016)
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13by T. R. Hillebrand, M. J. Hoffman, M. Perego, S. F. Price, I. M. Howat“...-constrained (partial differential equation) optimization. Next, we impose calving rates to match mean observed...”
Published in The Cryosphere (2022)
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14“... not designed to cope with mathematical particularities of arbitrary, nonlinear partial differential equations...”
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15“... not designed to cope with mathematical particularities of arbitrary, nonlinear partial differential equations...”
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16“... not designed to cope with mathematical particularities of arbitrary, nonlinear partial differential equations...”
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17“... action principle as well as a novel set of Euler-Lagrange partial differential equations and boundary...”
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18“... action principle as well as a novel set of Euler-Lagrange partial differential equations and boundary...”
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19“... action principle as well as a novel set of Euler-Lagrange partial differential equations and boundary...”
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