© | Dror Bar-Natan: Academic Pensieve: Blackboard Shots: Accra2010:
100618-083820: Day 5: Machines, excision, surfaces, Euler characteristic (9).
 100625-065807: Day 10: Misc. 100624-073730: Day 9: Non-Commutative Gaussian Elimination (5). 100624-073720: Day 9: Non-Commutative Gaussian Elimination (4). 100624-071530: Day 9: Non-Commutative Gaussian Elimination (3). 100624-063617: Day 9: Non-Commutative Gaussian Elimination (2). 100624-062421: Day 9: Non-Commutative Gaussian Elimination. 100623-083802: Day 8: Khovanov homology for knots and links (11). 100623-083755: Day 8: Khovanov homology for knots and links (10). 100623-083024: Day 8: Khovanov homology for knots and links (9). 100623-073018: Day 8: Khovanov homology for knots and links (8). 100623-073006: Day 8: Khovanov homology for knots and links (7). 100623-071815: Day 8: Khovanov homology for knots and links (6). 100623-070116: Day 8: Khovanov homology for knots and links (5). 100623-070107: Day 8: Khovanov homology for knots and links (4). 100623-063240: Day 8: Khovanov homology for knots and links (3). 100623-062344: Day 8: Khovanov homology for knots and links (2). 100623-062333: Day 8: Khovanov homology for knots and links. 100623-043841: Day 8: Dror's notes. 100622-090121: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (10). 100622-085513: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (9). 100622-085502: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (8). 100622-084327: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (7). 100622-082709: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (6). 100622-081228: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (5). 100622-075641: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (4). 100622-070907: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (3). 100622-070853: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products (2). 100622-062900: Day 7: Computations, the writhe and the Jones polynomial, preliminaries on graded spaces and tensor products. 100622-050208: Day 7: Dror's notes. 100621-085421: Day 6: Basic knot theory to the Kauffman bracket (12). 100621-074101: Day 6: Basic knot theory to the Kauffman bracket (11). 100621-073701: Day 6: Basic knot theory to the Kauffman bracket (10). 100621-072824: Day 6: Basic knot theory to the Kauffman bracket (9). 100621-072815: Day 6: Basic knot theory to the Kauffman bracket (8). 100621-071748: Day 6: Basic knot theory to the Kauffman bracket (7). 100621-070852: Day 6: Basic knot theory to the Kauffman bracket (6). 100621-070007: Day 6: Basic knot theory to the Kauffman bracket (5). 100621-064803: Day 6: Basic knot theory to the Kauffman bracket (4). 100621-063713: Day 6: Basic knot theory to the Kauffman bracket (3). 100621-062556: Day 6: Basic knot theory to the Kauffman bracket (2). 100621-061647: Day 6: Basic knot theory to the Kauffman bracket. 100621-045810: Day 6: Dror's notes. 100618-090356: Day 5: Machines, excision, surfaces, Euler characteristic (12). 100618-090343: Day 5: Machines, excision, surfaces, Euler characteristic (11). 100618-085010: Day 5: Machines, excision, surfaces, Euler characteristic (10). 100618-083820: Day 5: Machines, excision, surfaces, Euler characteristic (9). 100618-072301: Day 5: Machines, excision, surfaces, Euler characteristic (8). 100618-072251: Day 5: Machines, excision, surfaces, Euler characteristic (7). 100618-071154: Day 5: Machines, excision, surfaces, Euler characteristic (6). 100618-065252: Day 5: Machines, excision, surfaces, Euler characteristic (5). 100618-065241: Day 5: Machines, excision, surfaces, Euler characteristic (4). 100618-063411: Day 5: Machines, excision, surfaces, Euler characteristic (3). 100618-060724: Day 5: Machines, excision, surfaces, Euler characteristic (2). 100618-060714: Day 5: Machines, excision, surfaces, Euler characteristic. 100618-045921: Day 5: Dror's notes (3). 100618-045900: Day 5: Dror's notes (2). (more...) 100618-045824: Day 5: Dror's notes. 100618-045245: Day 5: Margaret's blackboard. 100617-085730: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (13). 100617-085722: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (12). 100617-085233: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (11). 100617-084703: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (10). 100617-084153: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (9). 100617-082145: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (8). 100617-082134: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (7). 100617-072802: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (6). 100617-065021: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (5). 100617-063923: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (4). 100617-063913: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (3). 100617-060444: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology (2). 100617-050109: Day 4: The connecting homomorphism, excision, the homology of spheres, reduced homology. 100616-084829: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (12). 100616-084539: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (11). 100616-084530: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (10). 100616-084112: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (9). 100616-082702: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (8). 100616-081807: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (7). 100616-070528: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (6). 100616-065729: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (5). 100616-065717: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (4). 100616-063905: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (3). 100616-061041: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences (2). 100616-034718: Day 3: The prizm construction, plan for the computation of spheres, short and long exact sequences. 100615-091131: Day 2: Formal definition of homology, functoriallity, homotopies (17). 100615-091119: Day 2: Formal definition of homology, functoriallity, homotopies (16). 100615-084416: Day 2: Formal definition of homology, functoriallity, homotopies (15). 100615-083056: Day 2: Formal definition of homology, functoriallity, homotopies (14). 100615-083047: Day 2: Formal definition of homology, functoriallity, homotopies (13). 100615-082059: Day 2: Formal definition of homology, functoriallity, homotopies (12). 100615-073121: Day 2: Formal definition of homology, functoriallity, homotopies (11). 100615-072254: Day 2: Formal definition of homology, functoriallity, homotopies (10). 100615-071324: Day 2: Formal definition of homology, functoriallity, homotopies (9). 100615-071308: Day 2: Formal definition of homology, functoriallity, homotopies (8). 100615-065225: Day 2: Formal definition of homology, functoriallity, homotopies (7). 100615-064248: Day 2: Formal definition of homology, functoriallity, homotopies (6). 100615-062813: Day 2: Formal definition of homology, functoriallity, homotopies (5). 100615-061138: Day 2: Formal definition of homology, functoriallity, homotopies (4). 100615-060030: Day 2: Formal definition of homology, functoriallity, homotopies (3). (more...) 100615-034627: Day 2: Formal definition of homology, functoriallity, homotopies (2). 100615-034611: Day 2: Formal definition of homology, functoriallity, homotopies. 100614-122202: Day 1: The Brouwer fixed point theorem, retracts, categories and functors (7). 100614-085819: Day 1: The Brouwer fixed point theorem, retracts, categories and functors (6). 100614-085006: Day 1: The Brouwer fixed point theorem, retracts, categories and functors (5). 100614-085000: Day 1: The Brouwer fixed point theorem, retracts, categories and functors (4). 100614-074634: Day 1: The Brouwer fixed point theorem, retracts, categories and functors (3). 100614-072211: Day 1: The Brouwer fixed point theorem, retracts, categories and functors (2). 100614-065931: Day 1: The Brouwer fixed point theorem, retracts, categories and functors. }
Accra2010 is Summer Class on Homology, Accra, 2010.

Notes for BBS/Accra2010-100618-083820.jpg: