# Search results

Differential Geometry and its Applications > 2015 > 40 > Complete > 57-66

Studies in Applied Mathematics > 146 > 4 > 953 - 982

Studies in Applied Mathematics > 146 > 2 > 463 - 497

Letters in Mathematical Physics > 2019 > 109 > 12 > 2681-2722

Mathematische Annalen > 2019 > 375 > 1-2 > 213-246

*n*-differentials on complex genus

*g*stable curves. We define $$n-1$$ n - 1 natural classes in this Picard group that we call

*Prym-Tyurin*classes. We express these classes as linear combinations of boundary divisors and the divisor...

Regular and Chaotic Dynamics > 2019 > 24 > 3 > 266-280

*G*is Liouville integrable. We derive this property from the fact that the coadjoint orbits of

*G*are two-dimensional so that the integrability of left-invariant systems is a common property of all such groups regardless their dimension.We also give normal forms for left-invariant...

Celestial Mechanics and Dynamical Astronomy > 2019 > 131 > 5 > 1-30

*just one*of the two mean anomalies, of the Newtonian part of the perturbing function in the three-body problem Hamiltonian. We prove that such a partial average exhibits a non-trivial first integral. We show that this integral is fully responsible for certain cancellations in the averaged Newtonian potential, including a property...

Letters in Mathematical Physics > 2019 > 109 > 10 > 2187-2207

Science China Physics, Mechanics & Astronomy > 2019 > 62 > 9 > 1-9

Annali di Matematica Pura ed Applicata ( 01923 -) > 2019 > 198 > 5 > 1513-1540

Studies in Applied Mathematics > 142 > 2 > 139 - 161

Russian Mathematics > 2018 > 62 > 12 > 50-58

Functional Analysis and Its Applications > 2018 > 52 > 3 > 203-213

Journal of Nonlinear Science > 2019 > 29 > 2 > 655-708

Geometriae Dedicata > 2019 > 201 > 1 > 203-225

Japan Journal of Industrial and Applied Mathematics > 2019 > 36 > 1 > 53-78

Selecta Mathematica > 2018 > 24 > 5 > 4749-4780

Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales.... > 2019 > 113 > 2 > 1359-1378

Science China Physics, Mechanics & Astronomy > 2018 > 61 > 7 > 1-6

**1708**, 001 (2017)] showed that the planar flavored Ahanory-Bergman-Jafferis-Maldacena (ABJM) theory is integrable in the scalar sector at two-loop order using coordinate Bethe ansatz. A salient feature of this case is that the boundary reflection matrices are anti-diagonal with respect to the chosen basis. In this paper, we relax the coefficients of the boundary terms to...

Journal of Nonlinear Science > 2018 > 28 > 4 > 1251-1291