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On affine maps on non-compact convex sets and some characterizations of finite-dimensional solid ellipsoids
G. Kimura
, K. Nuida
Systems Engineering and Science
Functional Control Systems
Department of Machinery and Control Systems
Research output
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Contribution to journal
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Article
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peer-review
3
Citations (Scopus)
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Dive into the research topics of 'On affine maps on non-compact convex sets and some characterizations of finite-dimensional solid ellipsoids'. Together they form a unique fingerprint.
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Mathematics
Ellipsoid
97%
Convex Sets
82%
Framework
52%
Characterization
47%
Quantum Physics
40%
Convex Geometry
39%
Affine transformation
34%
Quantum Systems
32%
Axiomatization
32%
Extreme Points
32%
Higher Dimensions
27%
State Space
25%
Euclidean space
24%
Ball
24%
Three-dimensional
21%
Equivalence
20%
Generalization
15%
Physics & Astronomy
ellipsoids
100%
Euclidean geometry
59%
characterization
50%
equivalence
42%
balls
41%
physics
28%
geometry
25%