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AKT-140110 Video

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Videography by Iva Halacheva troubleshooting

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0:01:35 [add] Handout view 2: Title and abstract
0:02:27 [add] Handout view 3: History
0:02:55 [add] Handout view 4: The Question
0:08:10 [add] Handout view 5: More generally
0:08:33 [add] Handout view 6: e^H
0:10:24 [add] Handout view 7: The Trotter Formula
0:12:38 [add] Arriving at Schroedinger.
0:13:19 [add] Handout view 8: Use Trotter
0:13:52 [add] Trotter's formula.
0:14:01 [add] Handout view 9: e^V
0:14:10 [add] Handout view 8: Use Trotter
0:14:59 [add] Handout view 9: e^V
0:15:37 [add] Handout view 10: e^Delta
0:22:31 [add] Handout view 11: e^Delta proof
0:25:22 [add] Handout view 12: Trotter
0:25:46 [add] Handout view 13: Iterated convolutions
0:26:12 [add] Handout view 13: Iterated convolutions
0:26:18 [add] Handout view 12: Trotter
0:26:40 [add] Handout view 13: Iterated convolutions
0:26:53 [add] Handout view 12: Trotter
0:27:02 [add] Handout view 13: Iterated convolutions
0:27:44 [add] Handout view 12: Trotter
0:28:02 [add] Handout view 13: Iterated convolutions
0:29:16 [add] Handout view 14: Discrete path integral
0:29:33 [add] Handout view 13: Iterated convolutions
0:29:44 [add] Handout view 14: Discrete path integral
0:30:46 [add] Handout view 15: A path
0:31:52 [add] Handout view 14: Discrete path integral
0:32:59 [add] Handout view 16: Path integrals
0:34:28 [add] Handout view 15: A path
0:34:40 [add] Handout view 16: Path integrals
0:35:09 [add] Handout view 17: The Action
0:35:11 [add] Handout view 16: Path integrals
0:35:34 [add] Handout view 17: The Action
0:36:14 [add] Handout view 18: Semi-classical
0:39:43 [add] Recovering classical mechanics.
0:39:51 [add] Handout view 17: The Action
0:40:12 [add] Handout view 18: Semi-classical
0:44:48 [add] Handout view 17: The Action
0:46:46 [add] Handout view 18: Semi-classical
0:46:53 [add] Handout view 19: Rid of Path Integrals
0:48:18 [add] Handout view 20: Rid of PE, 2
0:48:42 [add] Pythagoras' theorem.
0:49:07 [add] Handout view 22: Get Fourier!