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091215-184734: On Etingof-Kazhdan, December 15 2009 (5).
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  170909-094418: The Goldman-Turaev Lie bialgebra.
  170401-103728: $pc$ injects into $pb$?
  170401-100758: Solvable approximations as of now.
  160820-104303: The 0-co case (2).
  160820-102409: The 0-co case.
  160820-100329: 1-smidgen sl2.
  160514-125742: Miscellaneous.
  130322-160303: A basis for the top homology of the pure braid group.
  130322-154902: Snowflakes and the A-T and B-H relation.
  130322-152406: Reducing Lie words.
  130315-162754: The Drinfel'd double, ${\mathcal A}^v$, and ${\mathcal K}^v$.
  130226-165551: gr and H (3).
  130226-153758: gr and H (2).
  130226-152206: gr and H.
  121107-154518: The wheels part of the Hamburg invariant using the Euler method.
  120719-180534: A co-homomorphic expansion for general groups (2).
  120719-173800: A co-homomorphic expansion for general groups.
  120719-171947: A non-expansion.
  120418-180358: An additional constraint (3).
  120418-172610: An additional constraint (2).
  120418-171813: An additional constraint.
  120418-170923: $S_1$ is determined.
  120404-180022: Fox calculus and the Alexander polynomial.
  120308-091304: A nice presentation for $PB_n$.
  120222-172349: Multiplicativity of Z, round II (3).
  120222-164658: Multiplicativity of Z, round II (2).
  120222-162954: Multiplicativity of Z, round II.
  120215-184314: Multiplicativity of Z (3).
  120215-181041: Multiplicativity of Z (2).
  120215-175650: Multiplicativity of Z.
  111119-154149: The second half of the proof (11).
  111119-145350: The second half of the proof (10).
  111119-145341: The second half of the proof (9).
  111119-130833: The second half of the proof (8).
  111119-130823: The second half of the proof (7).
  111119-123645: The second half of the proof (6).
  111119-123633: The second half of the proof (5).
  111119-115214: The second half of the proof (4).
  111119-112931: The second half of the proof (3).
  111119-112920: The second half of the proof (2).
  111119-110739: The second half of the proof.
  111101-162818: Expansions for Tr_3.
  111028-175758: 1-Formality.
  111028-164452: What are expansions?
  111003-125243: The Kontsevich integral and the box-coproduct.
  110915-084824: pvb_{n+1} is a free pvb_n module.
  110907-165219: An alternative snake lemma argument.
  110822-142309: The spectral sequence argument.
  110803-122042: What does "syzygy complete" really means?
  110727-125631: The X-Lemma.
  110726-120247: The combinatorics of trees and chain-gangs.
  110725-143156: A Resolution for PvB_n (6).
  110725-123021: A Resolution for PvB_n (5).
  110725-121802: A Resolution for PvB_n (4).
  110725-120632: A Resolution for PvB_n (3).
  110721-190348: A Resolution for PvB_n (2).
  110721-181554: A Resolution for PvB_n.
  110708-142715: A basic linear algebra factoid.
  110421-170905: A small injectivity bug.
  110418-163033: Is $I_F$ flat?
  110414-165338: Lemma 5.
  110407-163913: Bracelets and degree-doubling.
  110407-113035: Homology of the little disk operad (7).
  110406-180551: Homology of the little disk operad (6).
  110406-172758: Homology of the little disk operad (5).
  110405-182337: Homology of the little disk operad (4).
  110405-180152: Homology of the little disk operad (3).
  110405-174643: Homology of the little disk operad (2).
  110405-173525: Homology of the little disk operad.
  110314-180049: Thickened long knots. (more...)
  110314-173138: Operads (2).
  110314-171800: Operads.
  110223-162150: Quadraticity (6).
  110223-150507: Quadraticity (5).
  110223-144042: Quadraticity (4). (more...)
  110216-120556: Quadraticity (3).
  110216-114056: Quadraticity (2).
  110216-112329: Quadraticity. (more...)
  110202-133653: $R^A$ and $\mathfrak R$ (2).
  110202-131755: $R^A$ and $\mathfrak R$.
  110202-130232: An exact hexagon.
  110126-152609: Determining $\ker\delta$ (3).
  110126-145936: Determining $\ker\delta$ (2).
  110126-141849: Determining $\ker\delta$.
  110118-145910: Hutchings redux (5).
  110118-144637: Hutchings redux (4).
  110118-143217: Hutchings redux (3).
  110111-143043: A group whose gr isn't quadratic?
  110107-160837: Hutchings redux (2).
  110107-142826: Hutchings redux.
  101219-123006: Finding $\mbox{ker}\,\delta^{\mbox{cok}}$ (3).
  101219-115903: Finding $\mbox{ker}\,\delta^{\mbox{cok}}$ (2).
  101219-114040: Finding $\mbox{ker}\,\delta^{\mbox{cok}}$. (more...)
  101218-164256: More Hutchings diagrams.
  101218-144830: Topological 4Ts are combinatorial?
  101210-152937: $\ker\Delta$ and $\ker\delta$.
  101126-095023: Hutchings' technique in the group case (6).
  101126-092710: Hutchings' technique in the group case (5).
  101126-091751: Hutchings' technique in the group case (4).
  101119-155523: Hutchings' technique in the group case (3).
  101119-151954: Hutchings' technique in the group case (2).
  101119-150449: Hutchings' technique in the group case.
  101112-160239: A presentation for powers of the augmentation ideal (5).
  101112-151059: A presentation for powers of the augmentation ideal (4).
  101112-145652: A presentation for powers of the augmentation ideal (3).
  101112-144352: A presentation for powers of the augmentation ideal (2).
  101112-143119: A presentation for powers of the augmentation ideal.
  101105-121719: A presentation for the augmentation ideal.
  101023-163110: The Hutchings approach for v-braids (2).
  101023-155017: The Hutchings approach for v-braids.
  100928-164442: Weight systems and invariants of v-Braids (3).
  100928-162641: Weight systems and invariants of v-Braids (2).
  100928-161937: Weight systems and invariants of v-Braids.
  100922-111323: Acyclic diagrams according to EK, the weak topology.
  100810-111709: A circuit algebra description of A^6T?
  100804-123357: Twisting for a solution of Yang-Baxter.
  100730-114619: Non-trivial cohomology in the complex for flat knots.
  100730-112437: The Y HTC invariant.
  100715-120051: A cohomology for flat braid-like tangles (4).
  100715-111744: A cohomology for flat braid-like tangles (3).
  100708-112552: A cohomology for flat braid-like tangles (2).
  100708-104005: A cohomology for flat braid-like tangles. (more...)
  100702-121936: A Jacobi theory for HTC.
  100525-164137: The Pure Cactus Algebra. (more...)
  100407-150717: Av mod HTC, for knots (2).
  100407-142159: Av mod HTC, for knots.
  100317-141337: How Place works.
  091215-190003: On Etingof-Kazhdan, December 15 2009 (6).
  091215-184734: On Etingof-Kazhdan, December 15 2009 (5).
  091215-184724: On Etingof-Kazhdan, December 15 2009 (4).
  091215-182504: On Etingof-Kazhdan, December 15 2009 (3).
  091215-182455: On Etingof-Kazhdan, December 15 2009 (2).
  091215-182439: On Etingof-Kazhdan, December 15 2009.
  091207-104616: On Etingof-Kazhdan, December 7 2009 (6).
  091207-104609: On Etingof-Kazhdan, December 7 2009 (5).
  091207-102157: On Etingof-Kazhdan, December 7 2009 (4).
  091207-102147: On Etingof-Kazhdan, December 7 2009 (3).
  091207-100240: On Etingof-Kazhdan, December 7 2009 (2).
  091207-100229: On Etingof-Kazhdan, December 7 2009.
  091130-105858: On Etingof-Kazhdan, November 30 2009 (8).
  091130-105843: On Etingof-Kazhdan, November 30 2009 (7).
  091130-103304: On Etingof-Kazhdan, November 30 2009 (6).
  091130-103255: On Etingof-Kazhdan, November 30 2009 (5).
  091130-102054: On Etingof-Kazhdan, November 30 2009 (4).
  091130-102045: On Etingof-Kazhdan, November 30 2009 (3).
  091130-100051: On Etingof-Kazhdan, November 30 2009 (2).
  091130-100038: On Etingof-Kazhdan, November 30 2009.
  091123-105418: On Etingof-Kazhdan, November 23 2009 (11).
  091123-103946: On Etingof-Kazhdan, November 23 2009 (10).
  091123-103936: On Etingof-Kazhdan, November 23 2009 (9).
  091123-102114: On Etingof-Kazhdan, November 23 2009 (8).
  091123-102104: On Etingof-Kazhdan, November 23 2009 (7).
  091123-102057: On Etingof-Kazhdan, November 23 2009 (6).
  091123-102048: On Etingof-Kazhdan, November 23 2009 (5).
  091123-095622: On Etingof-Kazhdan, November 23 2009 (4).
  091123-095615: On Etingof-Kazhdan, November 23 2009 (3).
  091123-095607: On Etingof-Kazhdan, November 23 2009 (2).
  091123-095600: On Etingof-Kazhdan, November 23 2009.
  091116-104914: On Etingof-Kazhdan, November 16 2009 (6).
  091116-104903: On Etingof-Kazhdan, November 16 2009 (5).
  091116-102654: On Etingof-Kazhdan, November 16 2009 (4).
  091116-102645: On Etingof-Kazhdan, November 16 2009 (3).
  091116-100345: On Etingof-Kazhdan, November 16 2009 (2).
  091116-100333: On Etingof-Kazhdan, November 16 2009.
  091110-175207: On Etingof-Kazhdan, November 10 2009 (6).
  091110-174511: On Etingof-Kazhdan, November 10 2009 (5).
  091110-173612: On Etingof-Kazhdan, November 10 2009 (4).
  091110-171409: On Etingof-Kazhdan, November 10 2009 (3).
  091110-165911: On Etingof-Kazhdan, November 10 2009 (2).
  091110-163148: On Etingof-Kazhdan, November 10 2009.
  091109-104814: On BEER, November 9 2009 (5).
  091109-101546: On BEER, November 9 2009 (4).
  091109-095950: On BEER, November 9 2009 (3).
  091109-095843: On BEER, November 9 2009 (2).
  091109-095832: On BEER, November 9 2009.
  091103-185851: On Etingof-Kazhdan, November 3 2009 (5).
  091103-181932: On Etingof-Kazhdan, November 3 2009 (4).
  091103-180410: On Etingof-Kazhdan, November 3 2009 (3).
  091103-174158: On Etingof-Kazhdan, November 3 2009 (2).
  091103-170903: On Etingof-Kazhdan, November 3 2009.
  091102-110203: On BEER, November 2 2009 (11).
  091102-110130: On BEER, November 2 2009 (10).
  091102-104520: On BEER, November 2 2009 (9).
  091102-104505: On BEER, November 2 2009 (8).
  091102-103154: On BEER, November 2 2009 (7).
  091102-101728: On BEER, November 2 2009 (6).
  091102-101720: On BEER, November 2 2009 (5).
  091102-101253: On BEER, November 2 2009 (4).
  091102-100649: On BEER, November 2 2009 (3).
  091102-100636: On BEER, November 2 2009 (2).
  091102-100623: On BEER, November 2 2009.
  091027-171352: On Etingof-Kazhdan, October 27 (3).
  091027-165428: On Etingof-Kazhdan, October 27 (2).
  091027-162825: On Etingof-Kazhdan, October 27. (more...)
  091026-110907: On BEER, October 26 2009 (6).
  091026-104610: On BEER, October 26 2009 (5).
  091026-104602: On BEER, October 26 2009 (4).
  091026-103426: On BEER, October 26 2009 (3).
  091026-101552: On BEER, October 26 2009 (2).
  091026-101540: On BEER, October 26 2009.
  091020-173518: On Etingof-Kazhdan, October 20 (6).
  091020-172747: On Etingof-Kazhdan, October 20 (5).
  091020-170438: On Etingof-Kazhdan, October 20 (4).
  091020-165350: On Etingof-Kazhdan, October 20 (3).
  091020-164048: On Etingof-Kazhdan, October 20 (2).
  091020-162648: On Etingof-Kazhdan, October 20.
  091019-110326: On BEER, October 19 2009 (3).
  091019-104003: On BEER, October 19 2009 (2).
  091019-103951: On BEER, October 19 2009.
  091013-180055: On Etingof-Kazhdan, October 13 (5).
  091013-175414: On Etingof-Kazhdan, October 13 (4).
  091013-174020: On Etingof-Kazhdan, October 13 (3).
  091013-171200: On Etingof-Kazhdan, October 13 (2).
  091013-163002: On Etingof-Kazhdan, October 13.
  091008-123312: On BEER, October 8 2009 (4).
  091008-120255: On BEER, October 8 2009 (3).
  091008-114445: On BEER, October 8 2009 (2).
  091008-112949: On BEER, October 8 2009. (more...)
  091006-180542: On Etingof-Kazhdan, October 6 (6).
  091006-173931: On Etingof-Kazhdan, October 6 (5).
  091006-171945: On Etingof-Kazhdan, October 6 (4).
  091006-165546: On Etingof-Kazhdan, October 6 (3).
  091006-163852: On Etingof-Kazhdan, October 6 (2).
  091006-162927: On Etingof-Kazhdan, October 6.
  090929-171613: On Etingof-Kazhdan, September 29 (6).
  090929-164921: On Etingof-Kazhdan, September 29 (5).
  090929-164336: On Etingof-Kazhdan, September 29 (4).
  090929-163405: On Etingof-Kazhdan, September 29 (3).
  090929-162051: On Etingof-Kazhdan, September 29 (2).
  090929-155421: On Etingof-Kazhdan, September 29.
  090923-135318: The expansion problem for r/g tangles.
  090904-120959: Descending Virtual Braids.
  090901-154711: Homological braidors (3).
  090901-151423: Homological braidors (2).
  090901-150159: Homological braidors.
  090610-152611: A PBW Basis for Aw (2).
  090610-150110: A PBW Basis for Aw. (more...)
  090608-160258: Aw is not monomial-PBW (2).
  090608-142537: Aw is not monomial-PBW.
  090514-135931: Koszulness for non-PBW (4).
  090514-133554: Koszulness for non-PBW (3).
  090422-133534: Koszulness for non-PBW (2).
  090422-132405: Koszulness for non-PBW.
  090318-155819: Poincare's Lemma redone (6).
  090318-154832: Poincare's Lemma redone (5).
  090318-154034: Poincare's Lemma redone (4).
  090318-152900: Poincare's Lemma redone (3).
  090318-150515: Poincare's Lemma redone (2).
  090318-145850: Poincare's Lemma redone. (more...)
  090311-163047: A homotopy for PBW.
  090306-123915: KV and tangential differential operators.
  090209-114802: Koszulness of small algebras.
  090202-125427: A homotopy for Koszulness (4).
  090126-115759: A homotopy for Koszulness (3).
  090126-113701: A homotopy for Koszulness (2).
  090126-112746: A homotopy for Koszulness.
  081212-143939: Naming parts of the lattice.
  081128-123709: Degree 4 Relations (2).
  081128-121324: Degree 4 Relations.
  081121-142016: Higher essential relations.
  081107-115005: Quadratic Algebras and overlaps.
  081031-114400: Completions of a group.
  081030-143643: On the EHKR paper (5).
  081030-134729: On the EHKR paper (4).
  081030-133107: On the EHKR paper (3).
  081030-132256: On the EHKR paper (2).
  081030-132245: On the EHKR paper. (more...)
  081022-160941: The Koszul Complex.
  081022-150517: A non-Koszul algebra. (more...)
  080805-100112: 1+1=2.
  080729-104407: Some combinatorics.
  080711-105807: A is isomorphic to Aw'? (2)
  080704-103611: A is isomorphic to Aw'?
  080702-132753: Towards a PBW basis for horizontal w-arrow diagrams (2). (more...)
  080702-124438: Towards a PBW basis for horizontal w-arrow diagrams.
  080626-104647: Counting PBW elements.
  080527-163408: Polishchuk's theorem for Ahor?
  080520-111532: Alek-Tor spaces.
  080520-102856: Horizontal cohomology.
  080415-113735: Quadratic Algebras (2).
  080415-103815: Quadratic Algebras.
  080407-142000: Resolution of A_3, formality.
  080314-123029: BCH in arrow diagrams. (more...)
  080307-164557: The frozen foot braidor equations and the Kurlin solution.
  080229-120610: Acyclicity in Aarrow and Barrow.
  080222-115052: The frozen foot braidor equations. (more...)
  080204-140210: A simple group theory proof using expansions.
  080125-144941: Braidors with no linear term.
  071219-170039: Trying to understand Hall bases
  071214-144306: "functional" application of linear laws.
}
Notes for BBS/LeeP-091215-184734.jpg:    [edit]