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Bianalytic free maps between spectrahedra and spectraballs
J. William Helton
, Igor Klep
, Scott McCullough
, Jurij Volčič
Research output
:
Contribution to journal
›
Article
›
peer-review
4
Scopus citations
Overview
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Dive into the research topics of 'Bianalytic free maps between spectrahedra and spectraballs'. Together they form a unique fingerprint.
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Keyphrases
Free Spectrahedron
100%
Spectrahedra
100%
Free Maps
100%
Linear Matrix Inequality
60%
Bianalytic Map
40%
Matrix Convex Set
20%
Tuple
20%
Control Signal
20%
Signal Processing
20%
Control Theory
20%
Operator Algebras
20%
Nullstellensatz
20%
Completely Positive Maps
20%
Free Matrix
20%
Operator System
20%
Automorphism Group
20%
Label-free Analysis
20%
Operator Space
20%
Dimension-free
20%
Matricial
20%
Program Control
20%
Semidefinite Programming
20%
Real Algebraic Geometry
20%
Algebraic Form
20%
Feasibility Set
20%
Rational Maps
20%
Completely Positive Operators
20%
Map Algebra
20%
Mathematics
Linear Matrix Inequality
100%
Matrix (Mathematics)
66%
Operator Algebra
33%
Convex Set
33%
Necessary and Sufficient Condition
33%
Nullstellensatz
33%
Completely positive maps
33%
Automorphism Group
33%
Real Algebraic Geometry
33%
Control Theory
33%
Codomain
33%
Rational Map
33%
Signal Processing
33%