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1by Downs, Jacob ZacharySubjects: “...Partial Differential Equations...”
Published 2019
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2by Mourad, FirasSubjects: “...Partial differential equations...”
Published 2020
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3by Mourad, FirasSubjects: “...Partial differential equations...”
Published 2020
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4by Mourad, FirasSubjects: “...Partial differential equations...”
Published 2020
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5by Gopalan, Giridhar Raja“... simulator outputs (i.e., from a numerical partial differential equation solver or an emulator) added...”
Published 2019
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6by Yeager, Benjamin Adam“... for more complex, dynamic ice deformation with two-way coupling to the hydrodynamics, partial-differential...”
Published 2019
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7by Helanow, Christian“... by a set of non-linear partial differential equations called the Full Stokes equations, is simulated...”
Published 2017
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8by Hebou, Luc“... developed in this study simulates goose-resource dynamics using partial differential equations - solved...”
Published 2010
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9by Capoferri, Matteo“... for physically meaningful hyperbolic partial differential equations (PDEs) and systems of PDEs on closed...”
Published 2020
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10by Meyer, Matthias“... differential equations, the adjoint method has found several successful applications, e.g. in meteorology...”
Published 2007
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11by Cheng, Gong“... differential equations. Improving the efficiency of numerical ice sheet modeling is always a desirable feature...”
Published 2019
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12by Nguyen, Thi Nhu Thao“... differential equations (PDE) to describe the spatial dynamics of two species of voles (Microtus arvalis...”
Published 2020
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13by Nguyen, Thi Nhu Thao“... differential equations (PDE) to describe the spatial dynamics of two species of voles (Microtus arvalis...”
Published 2020
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14by Nguyen, Thi Nhu Thao“... differential equations (PDE) to describe the spatial dynamics of two species of voles (Microtus arvalis...”
Published 2020
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15by Nguyen, Thi Nhu Thao“... differential equations (PDE) to describe the spatial dynamics of two species of voles (Microtus arvalis...”
Published 2020
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16by Lee, Thone See“... and heat transfer in the cooling pond. The governing partial differential equations of continuity, momentum...”
Published 1976
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