Description
No detailed description available for "Computational Physics".
Details
- Price: $55.99
- Pages: 350
- Publisher: De Gruyter
- Imprint: Mercury Learning and Information
- Series: Essentials of Physics Series
- Publication Date: 18th February 2022
- ISBN: 9781683928324
- Format: Paperback
- BISACs:
SCIENCE / Physics / Mathematical & Computational
SCIENCE / Physics / General
SCIENCE / Scientific Instruments
Author Bio
Table of Contents
1: Introduction
2: Getting Comfortable
3: Interpolation and Data Fitting
4: Searching for Roots
5: Numerical Quadrature
6: Ordinary Differential Equations
7: Fourier Analysis
8: Monte Carlo Methods
9: Partial Differential Equations
10: Advanced Numerical Quadrature
11: Advanced ODE Solver and Applications
12: High Performance Computing
Bibliography
Appendix
Index
2: Getting Comfortable
3: Interpolation and Data Fitting
4: Searching for Roots
5: Numerical Quadrature
6: Ordinary Differential Equations
7: Fourier Analysis
8: Monte Carlo Methods
9: Partial Differential Equations
10: Advanced Numerical Quadrature
11: Advanced ODE Solver and Applications
12: High Performance Computing
Bibliography
Appendix
Index
No detailed description available for "Computational Physics".
- Price: $55.99
- Pages: 350
- Publisher: De Gruyter
- Imprint: Mercury Learning and Information
- Series: Essentials of Physics Series
- Publication Date: 18th February 2022
- ISBN: 9781683928324
- Format: Paperback
- BISACs:
SCIENCE / Physics / Mathematical & Computational
SCIENCE / Physics / General
SCIENCE / Scientific Instruments
1: Introduction
2: Getting Comfortable
3: Interpolation and Data Fitting
4: Searching for Roots
5: Numerical Quadrature
6: Ordinary Differential Equations
7: Fourier Analysis
8: Monte Carlo Methods
9: Partial Differential Equations
10: Advanced Numerical Quadrature
11: Advanced ODE Solver and Applications
12: High Performance Computing
Bibliography
Appendix
Index
2: Getting Comfortable
3: Interpolation and Data Fitting
4: Searching for Roots
5: Numerical Quadrature
6: Ordinary Differential Equations
7: Fourier Analysis
8: Monte Carlo Methods
9: Partial Differential Equations
10: Advanced Numerical Quadrature
11: Advanced ODE Solver and Applications
12: High Performance Computing
Bibliography
Appendix
Index