Commit graph

565 commits

Author SHA1 Message Date
jstoobysmith
fed4828029 feat: Start at Prod Contr 2024-10-25 19:29:41 +00:00
jstoobysmith
69a22eda65 refactor: Lint 2024-10-25 15:12:39 +00:00
jstoobysmith
7ea91f459c feat: Some lemmas about Bispinors 2024-10-25 15:02:40 +00:00
jstoobysmith
f2eaa2ee43 refactor: Lint 2024-10-25 13:54:58 +00:00
jstoobysmith
e11bf41f4c refactor: Change bispinor name 2024-10-25 13:52:06 +00:00
jstoobysmith
e6ef68d7e6 feat: Fix pauli matrices as tensors. Speedup 2024-10-25 13:50:19 +00:00
jstoobysmith
c565e7ea1c feat: Add defn of bispinors 2024-10-25 05:30:04 +00:00
jstoobysmith
9ec5746451 refactor: Lint 2024-10-24 16:47:32 +00:00
jstoobysmith
7d983f5b4b refactor: Lint 2024-10-24 16:42:25 +00:00
jstoobysmith
833a570ce8 feat: Add contraction of metric property for complex 2024-10-24 16:35:15 +00:00
jstoobysmith
8c584431c4 feat: Add symm of unit for complex lorentz 2024-10-24 16:04:05 +00:00
jstoobysmith
942ee12e60 feat: contr_unit for Complex Lorentz Tensors 2024-10-24 15:52:56 +00:00
jstoobysmith
14377da3d8 feat: Expansion lemmas for units 2024-10-24 15:04:37 +00:00
jstoobysmith
28e0e4d610 feat: Additional axioms to TensorSpecies 2024-10-24 14:44:02 +00:00
jstoobysmith
223a1fcf6c feat: Fix index notation elab 2024-10-24 13:03:34 +00:00
jstoobysmith
dd8b1d731c refactor: More lint 2024-10-24 12:12:29 +00:00
jstoobysmith
c9c7b25ea8 refactor: Lint 2024-10-24 12:08:35 +00:00
jstoobysmith
1e8efdb16a refactor: Fix problem with elab and do lint 2024-10-24 07:36:54 +00:00
jstoobysmith
95857993b5 refactor: Simplify proofs 2024-10-24 06:10:08 +00:00
jstoobysmith
33a42c7e06 feat: add contract of Pauli matrices 2024-10-23 19:43:58 +00:00
jstoobysmith
685c1b293c feat: Contractions with pauli matrices 2024-10-23 15:19:41 +00:00
jstoobysmith
ca55da6a34 feat: Expansion of metrics in terms of basis 2024-10-23 11:19:22 +00:00
jstoobysmith
b70e9bd005 feat: contr and prod for basis 2024-10-23 10:50:14 +00:00
jstoobysmith
865164ca81 feat: Add contr of basis 2024-10-23 08:01:23 +00:00
jstoobysmith
74d4b2c2c0 feat: Add expansion of Pauli matrices as basis vect 2024-10-23 06:50:55 +00:00
jstoobysmith
1148234929 feat: Start adding expansions in terms of basis 2024-10-23 05:56:00 +00:00
jstoobysmith
5a0e52e726 feat: Add basis for complex Lorentz tensors 2024-10-23 05:29:49 +00:00
jstoobysmith
1aeda9c713 refactor: Lint 2024-10-22 18:05:38 +00:00
jstoobysmith
a6cd796df2 feat: Fix elab permutations 2024-10-22 16:43:32 +00:00
jstoobysmith
b792be4423 refactor: Lint 2024-10-22 14:27:44 +00:00
jstoobysmith
ed162d7e79 feat: Three tensor nodes 2024-10-22 14:19:43 +00:00
jstoobysmith
6bca8c295c feat: Add alternative prod_assoc lemma 2024-10-22 13:29:21 +00:00
jstoobysmith
2894cfd0f8 refactor: Lint 2024-10-22 13:19:53 +00:00
jstoobysmith
ebf5fe5d0f feat: Add prod_assoc lemma 2024-10-22 13:16:38 +00:00
jstoobysmith
30df80aa4e feat: Associativity of the prod nodes 2024-10-22 12:38:48 +00:00
jstoobysmith
6fe581f31c refactor: Elab file 2024-10-22 12:10:55 +00:00
jstoobysmith
6fbace33da feat: addition elab and node identities 2024-10-22 11:49:58 +00:00
jstoobysmith
ecb2c7778c refactor: Lint 2024-10-22 10:47:37 +00:00
jstoobysmith
91a171b3ff refactor: Delete examples file 2024-10-22 10:41:14 +00:00
jstoobysmith
18709d4e32 feat: Example of evaluation 2024-10-22 10:33:28 +00:00
jstoobysmith
3ac4523d7d feat: Update elab special cases 2024-10-22 07:29:25 +00:00
jstoobysmith
ccb9623bd6 refactor: Creation of composite nodes 2024-10-22 07:11:44 +00:00
jstoobysmith
8fa8a51367 feat: Get evaluation working. 2024-10-22 06:42:06 +00:00
jstoobysmith
e180d4cca9 refactor: Lint 2024-10-21 16:24:16 +00:00
jstoobysmith
4007f1a463 feat: Add eval basis for complex Lorentz tensors 2024-10-21 16:21:29 +00:00
jstoobysmith
920ced9449 feat: Add eval map 2024-10-21 16:07:39 +00:00
jstoobysmith
baf5169171 fix: Correct tensor evaluation 2024-10-21 14:28:02 +00:00
jstoobysmith
7fc850cc38 refactor: Proof golf 2024-10-21 14:17:14 +00:00
jstoobysmith
1e57e50d5e refactor: Lint 2024-10-21 14:07:37 +00:00
jstoobysmith
6c359a3737 feat: Add example for complex lorentz 2024-10-21 14:05:54 +00:00