Chterental-{ | hide text |
200425-192517: | Some diamonds (3). |
200425-173535: | Some diamonds (2). |
200425-172053: | Some diamonds. |
170407-144452: | Morse isotopies. |
170407-142215: | OU tangles. |
170124-172233: | Brunnian 2-links. |
170124-165749: | The perforate map. |
170124-163313: | Branch point free Roseman theory. |
170124-161109: | The Yoshikawa moves. |
160518-144411: | The Goeritz group. |
160518-142908: | The Burnside $B(2,5)$ group and the Goeritz group. |
160518-141647: | On GPV. |
160518-135452: | Brunnian 2-component 2-links (2). |
160505-142127: | Brunnian 2-component 2-links. |
160505-133641: | A surjection from the free group to knot theory (3). |
160505-133230: | A surjection from the free group to knot theory (2). |
160505-132926: | A surjection from the free group to knot theory. |
160505-132044: | Two linked unknots have a good projection. |
150616-140007: | 1324-avoiding permutations. |
150519-170656: | The $\gamma_{ij}$ representation. |
150512-154513: | The fundamental group of the trefoil is a braid group. |
150416-154651: | MacMahon's formula (2). |
150407-165500: | MacMahon's formula. |
150320-151053: | Mapping flat braids to w-braids with $2n$ strands. |
150320-145559: | Artin'. |
150320-144036: | Braids on the annulus. |
150305-170952: | Canonical forms for curves on surfaces (3). |
150305-170255: | Canonical forms for curves on surfaces (2). |
150223-140318: | Canonical forms for curves on surfaces. |
150129-170351: | A possible canonical form for knots. |
150129-163655: | A simplified faithfulness proof. |
150108-175300: | The Swidler notation. |
141219-150025: | Quandles and Hopf words. |
141219-143333: | Combing at the curve-diagram level. |
141212-144156: | zhe on the level of arrow diagrams. |
141113-160254: | The Bardakov representation in a tiny rectangle. |
141104-153628: | Converting homotopies to isotopies. |
141017-125012: | Tethering. |
140910-173507: | $f:vB_n\times I_n\to vB_n$. |
140828-172551: | The Goeritz Group. |
140820-084428: | Modifying the Bardakov representation (2) - corrected. |
140819-170409: | Modifying the Bardakov representation (2). |
140819-164542: | Modifying the Bardakov representation. |
140801-115534: | $VB_n$ acts faithfully... |
140725-113934: | A random problem. |
140703-180804: | New reduction rules. |
140626-162744: | About Gassner (2). |
140626-161545: | About Gassner. |
140619-132006: | Towards automaticity of $B_n$ (2). |
140619-130939: | Towards automaticity of $B_n$. |
140604-162357: | The definition of automatic groups. |
140521-140708: | Acting on the left (2). |
140521-133625: | Acting on the left. |
140515-142755: | A case of the diamond lemma. |
140515-135757: | Diamond lemma preamble. |
140515-133952: | The Goeritz groups. |
140515-133414: | A 2-ring trick. |
140507-140037: | More on Harer-Zagier. |
140507-133658: | Groupings. |
140430-134453: | Simple decker sets to w-knots, also on the infinitesimal level. |
140422-105652: | Harer-Zagier (4). |
140422-104316: | Harer-Zagier (3). |
140422-103839: | Harer-Zagier (2). |
140422-103252: | Harer-Zagier. |
140320-153436: | Being parallel. |
140313-151042: | Planar matchings (3). |
140313-145834: | Planar matchings (2). |
140313-144623: | Planar matchings. |
140306-150211: | Well-definededness of the action. |
140211-151202: | The virtual fundamental meta-group (2). |
140206-132404: | The virtual fundamental meta-group. |
140206-114427: | Trying to show that v-braids inject into v-tangles. |
140128-115104: | R2 and R3 for virtual curve diagrams. |
140114-124447: | A step by step plan. |
131216-150717: | The case of ordinary braids (3). |
131216-145741: | The case of ordinary braids (2). |
131216-143348: | The case of ordinary braids. |
131112-105420: | Manturov's representation of the virtual braid group (4). |
131112-104356: | Manturov's representation of the virtual braid group (3). |
131112-102024: | Manturov's representation of the virtual braid group (2). |
131112-101459: | Manturov's representation of the virtual braid group. |
131012-120842: | Braids and graphs (2). |
131012-113819: | Braids and graphs. |
130926-163426: | Semi-group actions. |
130910-153816: | $\sigma$-diagrams. |
130826-153829: | The braid group is automatic? |
130801-163852: | Proving the injectivity of Artin's representation. |
130801-162437: | The diamond lemma. |
130715-154812: | Artin systems and v-Artin systems (5). |
130715-153416: | Artin systems and v-Artin systems (4). |
130705-160009: | Artin systems and v-Artin systems (3). |
130702-154659: | Artin systems and v-Artin systems (2). |
130621-155855: | Artin systems and v-Artin systems. |
130621-153629: | v-braids and Hopf words (2). |
130614-114754: | v-braids and Hopf words. |
130614-110918: | Planar representations of braids (2). |
130614-103402: | Planar representations of braids. |
130610-160754: | Round flat knots. |
130509-153910: | The free group modulo the braid group. |
130506-170221: | Long virtual knots. |
130506-164120: | Conjugacy classes in F_n modulo braid actions. |
130506-154354: | Bracelets. |
130506-153345: | Unknotting operation in 4D. |
130422-151722: | 2 simple curves = chord diagrams. |
130401-172059: | SC meeting. |
130307-142308: | The Baumslag-Solitar group is non-Hopfian (2). |
130307-135458: | The Baumslag-Solitar group is non-Hopfian. |
130227-161949: | Hopfian groups. |
130215-140130: | Matrices and quadratics. |
130213-165727: | Meta-conjugacy-classes. |
121218-150646: | Kanenobu's conjecture (2). |
121218-144311: | Kanenobu's conjecture. |
121211-143453: | Knots that are ribbon in multiple ways. |
121121-153420: | Triangulations and multi-curves (2). |
121114-165832: | Triangulations and multi-curves. |
121101-084420: | $\pi_2$ and ribbon braids. |
121031-164550: | The fundamental group of a non-ribbon 2-knot. |
121024-153737: | A non-ribbon 2-knot. |
121003-152900: | Is ${\mathcal K}^{bh}_{\text{all}}$ a finitely generated MGA? |
120919-170659: | September 19 notes. |
120905-154614: | There is a knotted 4-punctured sphere whose boundary is the unlink, but there isn't such a 3-punctured sphere. |
120821-152726: | Untangled stack presentations. |
120807-151732: | One-line stack presentations (3). |
120731-171704: | One-line stack presentations (2). |
120731-165500: | Analyzing the Carter-Saito 2-knot (3). |
120731-164442: | Analyzing the Carter-Saito 2-knot (2). |
120731-163914: | Analyzing the Carter-Saito 2-knot. |
120724-155713: | One-line stack presentations. |
120716-155118: | Plumbing in ${\mathbb R}^4$ (2). |
120704-152002: | Plumbing in ${\mathbb R}^4$. |
120628-165934: | Stack presentations (8), and the $\pi_1$ and $\pi_2$ story. |
120618-152703: | Stack presentations (7). |
120525-134509: | Stack presentations (6). |
120517-160250: | Stack presentations (5). |
120517-153600: | Stack moves to R moves. |
120510-161654: | Stack presentations (4). |
120510-151741: | Stack presentations (3). |
120503-160037: | Stack presentations (2). |
120426-153125: | Stack presentations. |
120406-133930: | Spinning a ribbon 1-knot. |
120406-120255: | The Nakanishi-Nakagawa example (14). |
120406-120206: | The Nakanishi-Nakagawa example (13). |
120406-120115: | The Nakanishi-Nakagawa example (12). |
120406-120013: | The Nakanishi-Nakagawa example (11). |
120406-115826: | The Nakanishi-Nakagawa example (10). |
120406-115731: | The Nakanishi-Nakagawa example (9). |
120406-115635: | The Nakanishi-Nakagawa example (8). |
120406-115341: | The Nakanishi-Nakagawa example (7). |
120406-115200: | The Nakanishi-Nakagawa example (6). |
120406-114822: | The Nakanishi-Nakagawa example (5). |
120406-114626: | The Nakanishi-Nakagawa example (4). |
120406-114516: | The Nakanishi-Nakagawa example (3). |
120406-114331: | The Nakanishi-Nakagawa example (2). |
120406-114229: | The Nakanishi-Nakagawa example. |
120406-113653: | A word-presentation for w-knots. |
120327-090626: | Seifert surfaces and ribbon knots. |
120326-130432: | SC Meeting. |
120209-161652: | The paper by Travis Schedler (5) |
120203-092039: | The paper by Travis Schedler (4) |
120202-154639: | The paper by Travis Schedler (3) |
120123-175516: | The paper by Travis Schedler (2) |
120120-150234: | The paper by Travis Schedler |
111215-164429: | The bracket in the Lie bi-algebra of curves (2). |
111209-141446: | The bracket in the Lie bi-algebra of curves. |
111201-165327: | A chord-diagram algorithm to decide the simplicity of plane curves. |
111125-160312: | Surfaces with circle boundary (2). |
111117-182218: | Surfaces with circle boundary. |
111110-180409: | Homotoping plane curves. |
111104-103416: | Turning ribbon singularities into clasp singularities. |
111004-162300: | Reading Blake Winter. |
110923-170815: | A hyperbolic picture of the free group. |
110630-160804: | PairingCycles. |
110623-160414: | The Turaev Quantization (2). |
110623-152836: | The Turaev Quantization. |
110616-154345: | Simplifying crossingless virtual knots. |
110607-155801: | The two types of forced intersections. |
110512-151854: | Obstructions to planarity. |
110505-153348: | The Lie Bialgebra of Curves. |
110419-140741: | Kuratowski-style obstructions to simplicity of curves. |
110413-145804: | Some quotients of the hyperbolic plane. |
110413-142856: | The Birman-Series Simplicity Algorithm (2). |
110329-142547: | The Birman-Series Simplicity Algorithm. |
110322-152236: | Planar curves and free groups (2). |
110322-145141: | Planar curves and free groups. |
110310-140400: | Planarity of curves (2). |
110308-164010: | Planarity of curves. |
110222-143847: | A w-Borromean braid. |
110208-150040: | Combinatorial planes and Artin's theorem. |
110127-143209: | Questions on planar representations of braids (2). |
110111-135253: | Finite type for Catalans. |
110111-132853: | Questions on planar representations of braids. |
101218-140640: | Planar Morse curves (3). |
101208-162356: | Planar Morse curves (2). |
101202-170249: | Planar Morse curves. |
101125-171326: | Simple curves in the n-punctured disk (3). |
101118-172850: | Simple curves in the n-punctured disk (2). |
101111-180032: | Simple curves in the n-punctured disk. |
101028-171722: | Claspers. |
101022-090322: | Reading Belavin-Drinfel'd. |
101014-175219: | Manin triples and the "big bracket". |
100930-174525: | Some basics of Lie bialgebras (3). |
100930-171830: | Some basics of Lie bialgebras (2). |
100924-121247: | Some basics of Lie bialgebras. |
100826-134508: | R2-trivial plane curves. |
100819-160557: | A non-realizable circle diagram. |
100813-141103: | Gauss diagrams for ribbon handlebodies. |
100813-135437: | Ribbon diagrams, ribbon handlebodies and Gauss diagrams for immersed surfaces. |
100805-151028: | Gauss diagrams for immersed surfaces. |
100805-144347: | Broken surfaces and ribbon handlebodies (2). |
100729-170308: | Broken surfaces and ribbon handlebodies. |
100714-141059: | The duality between the coefficients of the Alexander polynomial and wheels. |
100714-133508: | The bialgebra of ribbon knots. |
100707-114711: | The star presentation, cycles and wheels. |
100630-152252: | The star presentation. |
100630-150302: | Review of finite-type. |
100630-144741: | Moves on ribbon handlebodies. |
100525-150826: | Renormalizing the Alexander polynomial. |
100525-142135: | Review of the Alexander polynomial. |
100517-150612: | The Alexander polynomial of a ribbon 2-knot is of finite type. |
100517-145200: | The Alexander polynomial of a ribbon 2-knot. |
100517-143734: | The fundamental group of a ribbon 2-knot (2). |
100517-142417: | The fundamental group of a ribbon 2-knot. |
100510-144232: | The definition of finite type. |
100510-143120: | The definition of ribbon 2-knots (2). |
100510-141822: | The definition of ribbon 2-knots. |
} |