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Universal points in the asymptotic spectrum of tensors
Matthias Christandl
, Péter Vrana, Jeroen Zuiddam
Department of Mathematical Sciences
13
Citations (Scopus)
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Dive into the research topics of 'Universal points in the asymptotic spectrum of tensors'. Together they form a unique fingerprint.
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Mathematics
Tensor
100%
Spectrality
36%
Quantum Information Theory
34%
Restriction
33%
Matrix multiplication
29%
Slice
26%
Obstruction
24%
Additive Combinatorics
18%
Algebraic Complexity
17%
Geometric Invariant Theory
17%
Property Testing
17%
Query Complexity
16%
Invariant Theory
15%
Quantum State
15%
Oblique
14%
Algebraic Theory
14%
Complexity Theory
14%
Linear map
12%
Direct Sum
11%
Computational Complexity
11%
Communication
11%
Polytope
11%
Tensor Product
10%
Multiplicative
10%
Open Problems
9%
Monotone
9%
Sufficient
9%
Moment
8%
Non-negative
8%
Infinity
8%
Lower bound
8%
Upper bound
8%
Computing
7%
Family
5%