Author Honda, Masanobu| Sakamoto, Takanori|
Published Date 2010-01
Publication Title Mathematical Journal of Okayama University
Volume volume52
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33492
Author Huynh, Dinh Van|
Published Date 1983-12
Publication Title Mathematical Journal of Okayama University
Volume volume25
Issue issue2
Content Type Journal Article
JaLCDOI 10.18926/mjou/33373
Author Hirano, Yasuyuki| Yaqub, Adil|
Published Date 1987-01
Publication Title Mathematical Journal of Okayama University
Volume volume29
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33266
Author Parvathi, Manthram| Adhikari, Pushpa Raj|
Published Date 1985-01
Publication Title Mathematical Journal of Okayama University
Volume volume27
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33433
Author Hirano, Yasuyuki| Park, Jae Keol|
Published Date 1991-01
Publication Title Mathematical Journal of Okayama University
Volume volume33
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33692
Author Hirano, Yasuyuki| Tominaga, Hisao|
Published Date 1985-01
Publication Title Mathematical Journal of Okayama University
Volume volume27
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33440
Author Suyama, Yoshihiko|
Published Date 1984-01
Publication Title Mathematical Journal of Okayama University
Volume volume26
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33321
FullText URL mjou_060_001_036.pdf
Author Hemmi, Yutaka|
Abstract Higher homotopy in the theory of H-spaces started from the works by Sugawara in the 1950th. In this paper we review the development of the theory of H-spaces associated with it. Mainly there are two types of higher homotopies, homotopy associativity and homotopy commutativity. We give explanations of the polytopes used as the parameter spaces of those higher forms.
Keywords H-space higher homotopy associativity An-form higher homotopy commutativity associahedra multiplihedra permutohedra resultohedra permuto-associahedra cyclohedra
Published Date 2018-01
Publication Title Mathematical Journal of Okayama University
Volume volume60
Issue issue1
Publisher Department of Mathematics, Faculty of Science, Okayama University
Start Page 1
End Page 36
ISSN 0030-1566
NCID AA00723502
Content Type Journal Article
Official Url http://www.math.okayama-u.ac.jp/mjou/|
language English
Copyright Holders Copyright©2018 by the Editorial Board of Mathematical Journal of Okayama University
Author Golbasi, Oznur| Aydin, Neset|
Published Date 2004-01
Publication Title Mathematical Journal of Okayama University
Volume volume46
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33929
Author Komatsu, Toru|
Published Date 2016-01
Publication Title Mathematical Journal of Okayama University
Volume volume58
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/53923
Author Srivastava, J. B.| Gupta, Vishnu|
Published Date 1978-03
Publication Title Mathematical Journal of Okayama University
Volume volume20
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33974
Author Tomita, Minoru|
Published Date 1954-03
Publication Title Mathematical Journal of Okayama University
Volume volume3
Issue issue2
Content Type Journal Article
JaLCDOI 10.18926/mjou/33186
Author kano, Takeshi|
Published Date 1975-12
Publication Title Mathematical Journal of Okayama University
Volume volume18
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33811
Author Ichida, Ryosuke|
Published Date 1975-06
Publication Title Mathematical Journal of Okayama University
Volume volume17
Issue issue2
Content Type Journal Article
JaLCDOI 10.18926/mjou/33907
Author Mukai, Juno|
Published Date 1990-01
Publication Title Mathematical Journal of Okayama University
Volume volume32
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33308
FullText URL mjou_063_053_060.pdf
Author Iokibe, Gaku|
Abstract In this paper, we refine the method introduced by Izadi and Baghalaghdam to search integer solutions to the Diophantine equation. We show that the Diophantine equation has infinitely many positive solutions.
Keywords Diophantine equations Elliptic Curves
Published Date 2021-01
Publication Title Mathematical Journal of Okayama University
Volume volume63
Issue issue1
Publisher Department of Mathematics, Faculty of Science, Okayama University
Start Page 53
End Page 60
ISSN 0030-1566
NCID AA00723502
Content Type Journal Article
language English
Copyright Holders Copyright©2021 by the Editorial Board of Mathematical Journal of Okayama University
Author Yamaguchi, Kohhei|
Published Date 2004-01
Publication Title Mathematical Journal of Okayama University
Volume volume46
Issue issue1
Content Type Journal Article
JaLCDOI 10.18926/mjou/33923
Author Hirano, Yasuyuki|
Published Date 1981-12
Publication Title Mathematical Journal of Okayama University
Volume volume23
Issue issue2
Content Type Journal Article
JaLCDOI 10.18926/mjou/33850
FullText URL mjou_063_133_151.pdf
Author Aokage, Kazuya|
Abstract We derive the Schur function identities coming from the tensor products of the spin representations of the symmetric group Sn. We deal with the tensor products of the basic spin representation V (n) and any spin representation V λ (λ ∈ SP (n)). The characteristic map of the tensor product ζn ⊗ ζλ is described by Stembridge[4] for the case of odd n. We consider the case n is even.
Keywords symmetric group symmetric function projective representation
Published Date 2021-01
Publication Title Mathematical Journal of Okayama University
Volume volume63
Issue issue1
Publisher Department of Mathematics, Faculty of Science, Okayama University
Start Page 133
End Page 151
ISSN 0030-1566
NCID AA00723502
Content Type Journal Article
language English
Copyright Holders Copyright©2021 by the Editorial Board of Mathematical Journal of Okayama University
FullText URL mjou_061_037_073.pdf
Author Higashiyama, Kazumi|
Abstract In the present paper, we study configuration space groups. The goal of this paper is to reconstruct group-theoretically the inertia groups associated to various types of log divisors of a log configuration space of a smooth log curve from the associated configuration space group equipped with its collection of log-full subgroups.
Keywords anabelian geometry configuration space log divisor log-full subgroup
Published Date 2019-01
Publication Title Mathematical Journal of Okayama University
Volume volume61
Issue issue1
Publisher Department of Mathematics, Faculty of Science, Okayama University
Start Page 37
End Page 73
ISSN 0030-1566
NCID AA00723502
Content Type Journal Article
language English
Copyright Holders Copyright©2019 by the Editorial Board of Mathematical Journal of Okayama University