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Course by Shiva Shankar «Controllability and Vector Potential»
October 20–November 3, 2019, Moscow, Steklov Mathematical Institute, 8 Gubkina
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Pathologies
Sh. Shankar |
Number of views: |
This page: | 48 | Materials: | 19 |
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Abstract:
Discrete systems defined by partial difference equations on the lattice $\mathbb{Z}^n$
, i.e. over the
Laurent polynomial ring $\mathbb{C}[\sigma_1,\sigma_1^{-1},\dots,\sigma_n,\sigma_n^{-1}]$
; degree of autonomy, its calculation in the generic
case [1].
Supplementary materials:
Shankar_Lecture5.pdf (252.7 Kb)
Language: English
References
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S. Shankar and P. Rocha, “The generic degree of autonomy”, SIAM jl. Applied Algebra Geometry, 2 (2018), 410–427
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