2.2k citations
- M. Iwasaki4 profiles31 · h 57
- Y. Choi5 profiles31 · h 137
- Y. Watanabe7 profiles30 · h 78
- A. Zupanc2 profiles25
- E. al.25 · h 124
- H. Park10 profiles25 · h 82
- M. Tanaka3 profiles25 · h 56
- T. Ohshima3 profiles25 · h 73
- D. Heffernan2 profiles24
- D. Liventsev2 profiles24 · h 71
- G. Varner2 profiles24 · h 84
- K. F. Chen24
- Tokyo University of ScienceJP84 papers
- Tokyo Institute of TechnologyJP67 papers
- High Energy Accelerator Research OrganizationJP63 papers
- Tohoku UniversityJP60 papers
- The University of OsakaJP58 papers
- Japan Science and Technology AgencyJP53 papers
- Kyoto UniversityJP53 papers
- RIKENJP52 papers
- Seoul National UniversityKR44 papers
- Nagoya UniversityJP42 papers
- Korea UniversityKR33 papers
- Tokyo Metropolitan UniversityJP33 papers
11 papers · 1 filter
Colored Jones polynomials with polynomial growth
Kazuhiro Hikami, Hitoshi Murakami
The volume conjecture and its generalizations say that the colored Jones polynomial corresponding to the N-dimensional irreducible representation of sl(2;C) of a (hyperbolic) knot…
Canonical lifts of the Johnson homomorphisms to the Torelli groupoid
Alex James Bene, Nariya Kawazumi, R. C. Penner
We prove that every trivalent marked bordered fatgraph comes equipped with a canonical generalized Magnus expansion in the sense of Kawazumi. This Magnus expansion is used to give…
The mapping class group and the Meyer function for plane curves
Yusuke Kuno
For each d>=2, the mapping class group for plane curves of degree d will be defined and it is proved that there exists uniquely the Meyer function on this group. In the case of d=4…
Non-abelian Reidemeister torsion for twist knots
Jérôme Dubois, Vu Huynh, Yoshikazu Yamaguchi
This paper gives an explicit formula for the SL_2(C)-non-abelian Reidemeister torsion as defined in [Dub06] in the case of twist knots. For hyperbolic twist knots, we also prove th…
The abelianization of a symmetric mapping class group
Masatoshi Sato
We determine the abelianization of the symmetric mapping class group of a double unbranched cover using the Riemann theta constant, Schottky theta constant, and the theta multiplie…
Constructing convex planes in the pants complex
Javier Aramayona, Hugo Parlier, Kenneth J. Shackleton
Our main theorem identifies a class of totally geodesic subgraphs of the 1-skeleton of the pants complex, each isomorphic to the product of two Farey graphs. We deduce the existenc…