Mastering the Discrete Fourier Transform in One, Two or Several Dimensions

1. Introduction
Isaac Amidror

2. Background and basic notions
Isaac Amidror

3. Data reorganizations for the DFT and the IDFT
Isaac Amidror

4. True units along the axes when plotting the DFT
Isaac Amidror

5. Issues related to aliasing
Isaac Amidror

6. Issues related to leakage
Isaac Amidror

7. Issues related to resolution and range
Isaac Amidror

8. Miscellaneous issues
Isaac Amidror

9. Impulses in the continuous and discrete worlds
Isaac Amidror

10. Data extensions and their effects on the DFT results
Isaac Amidror

11. The roles of p and q and their interconnections
Isaac Amidror

12. Miscellaneous remarks and derivations
Isaac Amidror

13. Glossary of the main terms
Isaac Amidror

Keywords: Mathematics, Fourier Analysis, Mathematical Applications in Computer Science, Visualization, Discrete Mathematics in Computer Science, Math Applications in Computer Science, Mathematics Education