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Complex Differential and Difference Equations
Latest Publications
TOTAL DOCUMENTS
23
(FIVE YEARS 23)
H-INDEX
1
(FIVE YEARS 1)
Published By De Gruyter
9783110611427
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Latest Documents
Most Cited Documents
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Isomonodromy deformations with coalescing eigenvalues and applications – Będlewo 2018
Complex Differential and Difference Equations
◽
10.1515/9783110611427-011
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2019
◽
pp. 313-326
Keyword(s):
Isomonodromy Deformations
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Movable singularity of some Hamiltonian systems
Complex Differential and Difference Equations
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10.1515/9783110611427-003
◽
2019
◽
pp. 147-170
Keyword(s):
Hamiltonian Systems
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Potential vector fields and isomonodromic tau functions in terms of flat coordinates
Complex Differential and Difference Equations
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10.1515/9783110611427-012
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2019
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pp. 327-342
Keyword(s):
Vector Fields
◽
Potential Vector
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Tau Functions
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Flat Coordinates
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The relation between the Bessel function and the Borel sum of the WKB solution
Complex Differential and Difference Equations
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10.1515/9783110611427-006
◽
2019
◽
pp. 245-258
Keyword(s):
Bessel Function
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Solutions to the extended WDVV equations and the Painlevé VI equation
Complex Differential and Difference Equations
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10.1515/9783110611427-013
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2019
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pp. 343-364
Keyword(s):
Wdvv Equations
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Painlevé Vi Equation
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On the solutions of the Airy equation and their zeros
Complex Differential and Difference Equations
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10.1515/9783110611427-008
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2019
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pp. 267-282
Keyword(s):
Airy Equation
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Group-theoretical origin of symmetries of hypergeometric class equations and functions
Complex Differential and Difference Equations
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10.1515/9783110611427-001
◽
2019
◽
pp. 3-128
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The Stokes phenomenon of the Cauchy problem for certain partial differential equations with variable coefficients depending on the time variable
Complex Differential and Difference Equations
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10.1515/9783110611427-018
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2019
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pp. 419-434
Keyword(s):
Cauchy Problem
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Partial Differential Equations
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Differential Equations
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Variable Coefficients
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Time Variable
◽
Stokes Phenomenon
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Partial Differential
◽
The Cauchy Problem
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Contents
Complex Differential and Difference Equations
◽
10.1515/9783110611427-toc
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2019
◽
pp. IX-X
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On the instanton-type expansions for Painlevé transcendents and elliptic functions
Complex Differential and Difference Equations
◽
10.1515/9783110611427-014
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2019
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pp. 365-378
Keyword(s):
Elliptic Functions
◽
Painlevé Transcendents
◽
Painleve Transcendents
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