Kitami Institute of Technology

output

19992026

most citedSecond Data Release of the Hyper Suprime-Cam Subaru Strategic Program

514 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

T. Shibuya25 · h 42
Y. Harikane17 · h 47
T. Takekoshi2 profiles16 · h 11
M. Ouchi15 · h 84
Kazunori Matsuda13 · h 14
A. Inoue12 · h 42
K. Kohno2 profiles12 · h 51
Y. Ono12 · h 58
N. Kashikawa11 · h 66
Chien-Hsiu Lee10 · h 34
T. Hibi10 · h 42
Y. Tamura9 · h 39

collaborating institutions

National Astronomical Observatory of JapanJP49 papers
The University of TokyoJP48 papers
The Graduate University for Advanced Studies, SOKENDAIJP33 papers
Kavli Institute for the Physics and Mathematics of the UniverseJP26 papers
Hokkaido UniversityJP21 papers
Nagoya UniversityJP21 papers
The University of OsakaJP20 papers
Institute for Cosmic Ray ResearchJP17 papers
Waseda UniversityJP17 papers
Ehime UniversityJP16 papers
University of TsukubaJP16 papers
University College LondonGB15 papers

Showing 2017 · math.ACShow all

2 papers · 2 filters

math.AC2017★ 10 cited

Edge rings with $3$ -linear resolutions

Takayuki Hibi, Kazunori Matsuda, Akiyoshi Tsuchiya

It is shown that the edge ring of a finite connected simple graph with a $3$ -linear resolution is a hypersurface.

math.AC2017

Regularity and $h$ -polynomials of monomial ideals

Takayuki Hibi, Kazunori Matsuda

Let $S = K [x_{1}, \dots, x_{n}]$ denote the polynomial ring in $n$ variables over a field $K$ with each $° x_{i} = 1$ and $I \subset S$ a homogeneous ideal of $S$ with $dim S / I = d$ . Th…

Edge rings with 3-linear resolutions

Regularity and h-polynomials of monomial ideals

Edge rings with $3$ -linear resolutions

Regularity and $h$ -polynomials of monomial ideals