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EBSCO_on1203956685 |
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OCoLC |
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20231017213018.0 |
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|a UAMI
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|a Closer Look at the Heat Equation
|h [electronic resource].
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|b Novinka,
|c 2020.
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|a 1 online resource
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1 |
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|a Mathematics Research Developments Ser.
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|a Intro -- A CLOSER LOOK ATTHE HEAT EQUATION -- A CLOSER LOOK ATTHE HEAT EQUATION -- CONTENTS -- PREFACE -- Chapter 1 HIGH ORDER ACCURATE NUMERICAL SOLUTION OF THE HEAT EQUATION -- Abstract -- 1. INTRODUCTION -- 2. EVALUATION OF VOLUME AND SURFACE INTEGRALS -- 2.1. Evaluation of Volume Integrals -- 2.2. Evaluation of Surface Integral -- 3. SOLUTION OF MODIFIED HELMHOLTZAND HEAT EQUATIONS -- 3.1. Modified Helmholtz Equation -- 3.2. Heat Equation -- 3.2.1. Mesh Refinement -- 4. NUMERICAL EXPERIMENTS -- Acknowledgments -- CONCLUSION -- REFERENCES
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8 |
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|a Chapter 2IMPLEMENTATION OF PARALLELALGORITHM FOR HEAT EQUATION USINGCUDA, SKELGIS LIBRARY AND SISAL -- Abstract -- 1. INTRODUCTION -- 2. RELATED WORK -- 3. MATHEMATICAL MODELING -- 4. IMPLEMENTATIONS -- 4.1. CUDA -- 4.2. SISAL -- 4.3. SkelGIS Library -- 5. EVALUATION -- CONCLUSION -- REFERENCES -- Chapter 3ON THE BESSEL HEAT EQUATIONIN N-DIMENSIONAL RELATEDTO DIAMOND BESSEL OPERATOR -- Abstract -- 1. INTRODUCTION -- 2. PRELIMINARIES -- 3. MAIN RESULTS -- ACKNOWLEDGMENTS -- REFERENCES -- Chapter 4ON THE MIXED OPERATOR FOR SOLVINGNONLINEAR DIAMOND HEAT EQUATION -- Abstract -- 1. INTRODUCTION
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|a 2. PRELIMINARIES -- 3. MAIN RESULTS -- ACKNOWLEDGMENTS -- REFERENCES -- INDEX -- Blank Page
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|a Heat equation.
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|a Heat equation.
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|i Print version:
|a Oszkar, Márkus
|t A Closer Look at the Heat Equation
|d New York : Nova Science Publishers, Incorporated,c2020
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|a Mathematics Research Developments Ser.
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