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Fingerprint Dive into the research topics where Kota Hattori is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

Mathematics

Volume Growth
Flat Manifold
Symplectic Structure
Lagrangian Submanifold
Tangent Cone
Mean Curvature Flow
Hilbert Scheme
Calabi-Yau
Self-similar Solutions
Nonuniqueness
Compact Manifold
Metric
Moduli Space
Rigidity
Complex Manifolds
Cone
Infinity
Desingularization
Asymptotic Behavior
Twistors
Riemannian geometry
Self-intersection
Invariant
Scalar Curvature
Cross section
Immersion
Theorem
Einstein Manifold
Converge
Quotient
Equivariant
Euclidean space
Euclidean
Uniqueness
Einstein Metrics
Complexification
Cotangent Bundle
Singularity
Quiver
Compact Lie Group
Distinct
Necessary Conditions
Family
Sufficient Conditions
Vanish
Topology
Determinant
Covering