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理学科 数学プログラム
富山大学
理学系
概要
フィンガープリント
ネットワーク
プロファイル
(9)
プロジェクト
(6)
研究成果
(26)
活動
(6)
フィンガープリント
理学科 数学プログラムが活動している研究トピックを掘り下げます。これらのトピックラベルは、この組織のメンバーの研究成果に基づきます。これらがまとまってユニークなフィンガープリントを構成します。
並べ替え順
重み付け
アルファベット順
Keyphrases
Generalized Quantum Groups
100%
Point Vortices
37%
Irreducible
37%
Root System
37%
Irreducible Module
37%
Natural Elements
25%
Nowhere Differentiable Function
25%
Nowhere Differentiable
25%
Central Difference
25%
Concavity
25%
Homomorphism
25%
Coxeter Groups
25%
Weyl Groupoid
25%
Hermann Weyl
25%
Quantum Superalgebra
25%
Irreducible Characters
25%
Finite-dimensional Irreducible Representation
25%
Finite-dimensional
25%
Groupoid
25%
Torus
15%
Toroidal Surface
14%
Mathematical Justification
12%
Background Fields
12%
Point Vortex Dynamics
12%
Small-scale Vortices
12%
Vortex Blob
12%
Vortex Stretching
12%
Toroidal Geometry
12%
Vector Fields on Surfaces
12%
3D Euler Equations
12%
Killing Vector Field
12%
Plateau Problem
12%
Method of Fundamental Solutions
12%
Vortex Interactions
12%
N-ring
12%
Numerical Scheme
12%
Numerical Analysis
12%
Stationary Flow
12%
Finite-dimensional Modules
12%
Functional Series
12%
Periodic Function
12%
Continuous Function
12%
Geometrical Viewpoint
12%
Geometric Inequalities
12%
Parabola
12%
Explicit Formula
12%
Generalized Root System
12%
Finite Sets
12%
Finite Algebra
12%
Reduction by Stages
12%
Finite W-algebras
12%
Hamiltonian Reduction
12%
Hamiltonian Cycle
12%
W-algebras
12%
Parabolic Induction
12%
Strong Generator
12%
Affine W-algebra
12%
Screening Operators
12%
Logarithmic Module
12%
Characteristic Zero
12%
Positive Part
12%
Algebraically Closed Field
12%
Basic Classical Lie Superalgebras
12%
Character Formulas
12%
Longest Element
12%
U-modules
12%
Positive Root
12%
Simple Lie Superalgebra
12%
Reduced Expression
12%
Defining Relations
12%
Quantum Affine Algebra
12%
Nilpotent Element
9%
Vortex Equations
8%
Delta Function
8%
Singular Component
8%
Vorticity
8%
Singular Decomposition
8%
Linear Combination
8%
Module Category
8%
Representation Category
8%
Weyl Group
8%
Word Problems
8%
Lie Superalgebra
8%
Coxeter Element
8%
Nichols Algebra
8%
Exchange Condition
8%
Coset
7%
Drinfeld Realization
7%
Relaxed Highest-weight Modules
7%
Lagrangian Coordinates
6%
Lie Brackets
6%
Pressure Term
6%
Frobenius Theorem
6%
Incompressible Euler Equations
6%
Mesh Generation
6%
Minimal Surfaces
6%
Dirichlet Energy
6%
Mean Curvature
6%
Smooth Surface
6%
Approximate Solution
6%
Mathematics
Quantum Group
100%
Root System
50%
Groupoid
50%
Irreducibles
37%
Irreducible Module
37%
Superalgebra
37%
Concavity
25%
Differentiable Function
25%
Central Difference
25%
Homomorphism
25%
Coxeter Group
25%
Irreducible Character
25%
Dimensional Irreducible Representation
25%
Nilpotent Element
20%
Evolution Equation
15%
Euler Equation
12%
Aspect-Ratio
12%
Symplectic Geometry
12%
Laplace-Beltrami Operator
12%
Flat Torus
12%
Constant Curvature
12%
Manifold
12%
Dynamical System
12%
Green's Functions
12%
Method of Fundamental Solution
12%
Numerical Analysis
12%
Plateau Problem
12%
Singular Part
12%
Delta Function
12%
Linear Combination
12%
Numerical Scheme
12%
Necessary and Sufficient Condition
12%
Functional Series
12%
Periodic Function
12%
Parabola
12%
Explicit Formula
12%
Finite Set
12%
W-algebra
12%
Hamiltonian Cycle
12%
Functor
12%
Critical Level
12%
Positive Root
12%
Positive Part
12%
Algebraically Closed Field
12%
Classical Lie Superalgebra
12%
Simple Lie Superalgebra
12%
Defining Relation
12%
Wavelet
12%
Analytic Functional
12%
Wavelet Transforms
12%
Lie Superalgebra
10%
Coset
9%
Irreducibility
9%
Lagrangian Coordinate
6%
Lie Bracket
6%
Frobenius Theorem
6%
Hamiltonian Systems
6%
Linearized Stability
6%
Stability Analysis
6%
Minimal Surface
6%
Contours
6%
Mean Curvature
6%
Mesh Generation
6%
Error Analysis
6%
Convergence Analysis
6%
Smooth Surface
6%
Coriolis Force
6%
Approximate Solution
6%
Flow Field
6%
Unit Sphere
6%
Mathematical Modeling
6%
Vector Field
6%
Semisimple
6%
Equivariant
6%
Inequivalent
6%
Subalgebra
6%
Heisenberg Algebra
6%
Positive Integer
6%
Automorphism
6%
Vertex Operator
6%