HIGHLIGHTS
- who: Alexey V. Bolsinov from the Department of Mathematical Sciences, Loughborough University, TU Loughborough, UK have published the research work: Applications of Nijenhuis Geometry III: Frobenius Pencils and Compatible Non-homogeneous Poisson Structures, in the Journal: (JOURNAL)
- what: The authors show that each Frobenuis pencil is a subpencil of a certain maximal pencil. The authors show that common coordinate systems admit an elegant invariant description in terms of the corresponding pencils. In Theorem 3, the authors show that, under an additional genericity assumption, every two-dimensional Frobenius pencil is contained in the AFF-pencil. In . . .
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