online courses #16 - "model theory (existentially closed rings)" by piotr kowalski
Published 3 years ago • 129 plays • Length 39:32Download video MP4
Download video MP3
Similar videos
-
44:18
online courses #15 - "model theory (existentially closed groups)" by piotr kowalski
-
38:05
online courses #4 - "model theory (languages and structures)" by piotr kowalski
-
48:50
online courses #11 - "model theory (quantifier elimination i)" by piotr kowalski
-
41:31
online courses #3 - "model theory (ax's theorem and nullstellensatz)" by piotr kowalski
-
43:14
#20 - model theory (first properties of existentially closed g-fields) by piotr kowalski
-
46:18
online courses #10 - "model theory (lefschetz property ii)" by piotr kowalski
-
50:03
online courses #2 - "model theory (hilbert's nullstellensatz)" by piotr kowalski
-
1:35:15
structuring mathematics in higher-order logic by clemens ballarin (aicas gmbh karlsruhe, germany)
-
53:38
jean-pierre serre: how to prove that galois groups are "large"
-
44:43
lecture 8 — alternative mining puzzles
-
46:02
online courses #21 - model theory (g-closed fields and frattini covers) by piotr kowalski
-
45:12
online courses #9 - "model theory (lefschetz property i)" by piotr kowalski
-
47:38
online courses #12 - "model theory (quantifier elimination ii)" by piotr kowalski
-
47:37
online courses #19 - model theory (infinite galois correspondence) by piotr kowalski
-
47:02
online courses #1 - "model theory (ax's theorem)" by piotr kowalski
-
49:37
online courses #17 - model theory (infinite galois theory i) by piotr kowalski
-
48:46
online courses #8 - "model theory (compactness theorem:consequences)" by piotr kowalski
-
44:41
online courses #6 - "model theory (compactness theorem ii)" by piotr kowalski
-
44:18
online courses #18 - model theory (infinite galois theory ii) by piotr kowalski
-
46:06
#13 - "model theory (general theory of model companions : examples part i)" by piotr kowalski
-
49:50
online courses #22 - model theory (model companion of the theory of g-fields) by piotr kowalski