Sasaki Atsumu
- 教授
- 学位:博士(理学)
基本情報
所属
- Undergraduate School of Science / Department of Mathematics
- Graduate School of Science and Technology / Course of Science and Technology
- Graduate School of Science / Course of Mathematics and Mathematical Sciences
詳細情報
研究キーワード
- reductive real spherical homogeneous space
- Homogeneous space
- Symmetric space
- Complex manifold
- Multiplicity-free representation
- Representation theory of Lie group
研究分野
- Natural sciences Mathematical analysis
- Natural sciences Geometry
- Natural sciences Algebra
委員歴
- The Mathematical Society of Japan Member of subcomittee of functional analysis
- The Mathematical Society of Japan Member of subcomittee of functional analysis
- The Mathematical Society of Japan Member of subcomittee of functional analysis
論文
Invariant measures on non-symmetric reductive real spherical homogeneous spaces of rank-one type
Multiplicity-free representations and visible actions
Visible actions and geometric criteria for multiplicity-freeness of representations of Heisenberg groups
A duality between non-compact semisimple symmetric pairs and commutative compact semisimple symmetric triads and its general theory
A Cartan decomposition for non-symmetric reductive spherical pairs of rank-one type and its application to visible actions
Dimension formula for slice for visible actions on spherical nilpotent orbits in complex simple lie algebras
A duality between compact symmetric triads and semisimple pseudo-riemannian symmetric pairs with applications to geometry of hermann type actions
Visible Actions on Spherical Nilpotent Orbits in Complex Simple Lie Algebras
Admissible representations, multiplicity-free representations and visible actions on non-tube type Hermitian symmetric spaces
Some remarks on visible actions on multiplicity-free spaces
Visible actions on the non-symmetric homogeneous space SO(8,?)/G 2(?)
Visible Actions on Reducible Multiplicity-Free Spaces
A characterization of non-tube type Hermitian symmetric spaces by visible actions
A Generalized Cartan Decomposition for the Double Coset Space SU(2n+1)SL(2n+1, C)/Sp(n, C)
Visible Actions on Irreducible Multiplicity-Free Spaces
Visible actions on irreducible multiplicity-free spaces
講演?口頭発表等
- Weyl group of pseudo-Riemannian symmetric space
- Weyl group of pseudo-Riemannian symmetric space
- Invariant measures on reductive real spherical homogeneous spaces
- A classification theory of visible actions on complex manifolds and multiplicity-free representations
- Visible actions on reductive spherical homogeneous spaces and their invariant measures
- Invariant measures on non-symmetric reductive spherical homogeneous spaces of rank-one type
- Visible actions and criteria for multiplicity-freeness of restrictions of quasi-regular representations of Heisenberg groups
- Visible actions and criteria for multiplicity-freeness of representations of Heisenberg groups
- Geometric criteria for multiplicity-freeness of representations of Heisenberg group
- A duality between non-compact semisimple symmetric pairs and commutative compact semisimple symmetric triads
- Visible actions and geometric criteria for multiplicity-freeness of representations of Heisenberg groups
- Visible actions on complex Heisenberg homogeneous spaces and geometric criterion for multiplicity-freeness of representations
- Visible actions on complex Heisenberg homogeneous spaces
- An explicit description of a Cartan decomposition for spherical homogeneous spaces
- Visible actions on Heisenberg homogeneous spaces
- Visible actions on Heisenberg homogeneous spaces and application to representation theory
- Recent study on a classification of strongly visible actions
- Introduction to visible actions on complex manifolds
担当経験のある科目
- Exercise of geometry A
- LECTURE ON PRACTICE OF MATHEMATICS EDUCATION
- Topology
- Introduction to algebra
- Algebra 1A
- TEACHING METHOD OF MATHEMATICS 2
- TEACHING METHOD OF MATHEMATICS 1
- Linear Algebra 2
- Linear Algebra 1
- Group Theory
所属学会
- The Mathematical Society of Japan
共同研究?競争的資金等の研究課題
A Cartan decomposition, restricted roots and invariant measure of real spherical homogeneous spaces of reductive type
A study of Cartan decompositions and invariant measures for spherical homogeneous spaces of reductive type
Classification theory of visible actions on complex homogeneous spaces
Geometric structures of non-symmetric spherical manifolds by strongly visible actions
Classification problem of visible actions
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