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TheCast-240327@.pdf TheCast-240329@.pdf TheCast-240505@.pdf
| Notebook (.pdf) | Source (.nb) | Created | Last Modified | Summary | |
|---|---|---|---|---|---|
| 1 | APAI2-240425-2 | source | 2024-04-30 05:38:35 | 2024-04-30 05:40:23 | The 2-variable perturbed Alexander invariant: No g-quadratic solution. |
| 2 | APAI2-240425 | source | 2024-04-25 19:41:28 | 2024-04-25 19:44:54 | Mathematica notebook for the 2-variable perturbed Alexander invariant. |
| 3 | FormalGaussianIntegration-240515-2 | source | 2024-05-15 14:03:44 | 2024-05-15 10:06:46 | Formal Gaussian integration over an arbitrary "Feynman Ring". |
| 4 | FormalGaussianIntegration-240515 | source | 2024-05-15 08:37:21 | 2024-05-23 14:46:32 | Formal Gaussian integration over an arbitrary "Feynman Ring"; last to use Picard iteration. |
| 5 | Invariance_of_Rho1_Using_Integration-240514 | source | 2024-05-16 04:20:46 | 2024-05-14 07:17:09 | Proof of invariance of $\rho_1$ using integration techniques. |
| 6 | Invariance_of_Rho2_Using_Integration-240515 | source | 2024-05-15 06:54:11 | 2024-05-15 00:21:09 | Proof of invariance of $\rho_2$ using integration techniques. |
| 7 | Invariance_of_Rho2_Using_Integration-240516 | source | 2024-05-20 05:48:05 | 2024-05-16 03:58:06 | Proof of invariance of $\rho_2$ using integration techniques. |
| 8 | NilpotentIntegration-240508-2 | source | 2024-05-09 03:01:18 | 2024-05-09 09:21:08 | A first implementation of nilpotent integration. |
| 9 | NilpotentIntegration-240508 | source | 2024-05-08 09:03:01 | 2024-05-08 08:55:40 | A first implementation of nilpotent integration. |
| 10 | NilpotentIntegration-240509 | source | 2024-05-12 06:58:39 | 2024-05-09 11:58:09 | A first implementation of nilpotent integration. |
| 11 | NilpotentIntegration-240513-2 | source | 2024-05-13 10:29:39 | 2024-05-23 14:45:17 | A first implementation of nilpotent integration (first to use Picard iteration). |
| 12 | NilpotentIntegration-240513 | source | 2024-05-13 04:23:40 | 2024-05-23 14:44:39 | An false implementation of nilpotent integration (still using exp). |