折田 龍馬
折田 龍馬
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English
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タイプ
Conference paper
Journal article
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日付
2024
2023
2022
2020
2019
2018
2017
Morimichi Kawasaki
,
Mitsuaki Kimura
,
Hiroki Kodama
,
Yoshifumi Matsuda
,
Takahiro Matsushita
,
Ryuma Orita
(2024).
Relative simplicity of the universal coverings of transformation groups and Tsuboi's metric
. arXiv:2412.00839.
arXiv
Ryuma Orita
(2024).
Topological complexity of monotone symplectic manifolds
.
Tokyo J. Math.
, vol.
47
, no. 2.
arXiv
Kanta Koeda
,
Ryuma Orita
,
Kanon Yashiro
(2023).
Floer-type bipersistence modules and rectangle barcodes
. arXiv:2312.07847.
arXiv
Morimichi Kawasaki
,
Ryuma Orita
(2022).
Rigid fibers of integrable systems on cotangent bundles
.
J. Math. Soc. Japan
, vol.
74
, no. 3, pp. 829–847.
arXiv
Journal Page
田中 環
,
小島 秀雄
,
星 明考
,
折田 龍馬
,
印南 信宏
,
吉原 久夫
(2022).
要点明解 線形数学 三訂版
. 培風館.
出版社のページ
Morimichi Kawasaki
,
Ryuma Orita
(2020).
Existence of pseudoheavy fibers of moment maps
.
Commun. Contemp. Math.
, vol.
23
, no. 5, 2050047.
arXiv
Journal Page
Ryuma Orita
(2020).
On the existence of infinitely many non-contractible periodic orbits of Hamiltonian diffeomorphisms of closed symplectic manifolds
.
J. Symplectic Geom.
, vol.
17
, no. 6, pp. 1893–1927.
arXiv
Journal Page
Morimichi Kawasaki
,
Ryuma Orita
(2019).
Disjoint superheavy subsets and fragmentation norms
.
J. Topol. Anal.
, vol.
13
, no. 2, pp. 443–468.
arXiv
Journal Page
Morimichi Kawasaki
,
Ryuma Orita
(2018).
Application of fragmentation norms to transported points by Hamiltonian isotopies
.
RIMS Kôkyûroku
, vol.
2098
, pp. 57–59.
Journal Page
Ryuma Orita
(2017).
Morse–Bott inequalities for manifolds with boundary
.
Tokyo J. Math.
, vol.
41
, no. 1, pp. 113–130.
arXiv
Journal Page
Ryuma Orita
(2017).
Non-contractible periodic orbits in Hamiltonian dynamics on tori
.
Bull. Lond. Math. Soc.
, vol.
49
, no. 4, pp. 571–580.
arXiv
Journal Page
Morimichi Kawasaki
,
Ryuma Orita
(2017).
Computation of annular capacity by Hamiltonian Floer theory of non-contractible periodic trajectories
.
J. Mod. Dyn.
, vol.
11
, pp. 313–339.
arXiv
Journal Page
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