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Fredholm Pfaffian τ -Functions for Orthogonal Isospectral and Isomonodromic Systems
M. Bertola
,
Fabrizio Del Monte
, J. Harnad
*
*
Corresponding author for this work
Research output
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peer-review
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Keyphrases
Isomonodromic Systems
100%
Pfaffian Functions
100%
Pfaffian
100%
Fredholm Pfaffian
100%
Isospectral Systems
100%
Vacuum Expectation Value
50%
Time Parameter
50%
Fermionic
50%
Polynomial Function
50%
Isomonodromic Deformations
50%
Regular Singular Points
50%
Loop Groups
50%
Dressing Operators
50%
Deformation Systems
50%
Mathematics
Pfaffian
100%
Fredholm
100%
Correlator
66%
Expectation Value
33%
Initial Condition
33%
Time Parameter
33%
Polynomial Function
33%
Regular Singular Point
33%
Loop Group
33%
Orthogonal Case
33%