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- W3134746251 abstract "We compute explicit solutions $Lambda^pm_m$ of the Painleve VI (PVI) differential equation from equivariant instanton bundles $E_m$ corresponding to Yang-Mills instantons with quadrupole symmetry. This is based on a generalization of Hitchin's logarithmic connection to vector bundles with an $SL_2({mathbb C})$ action. We then identify explicit Okamoto transformation which play the role of creation operators for construction $Lambda^pm_m$ from the ground state $Lambda^pm_0$, suggesting that the equivariant instanton bundles $E_m$ might similarly be related to the trivial ground state $E_0$." @default.
- W3134746251 created "2021-03-15" @default.
- W3134746251 creator A5051180943 @default.
- W3134746251 date "2021-03-10" @default.
- W3134746251 modified "2023-09-27" @default.
- W3134746251 title "Okamoto Transformations relating Equivariant Instanton Bundles via Painleve VI" @default.
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