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specifically the
field of algebra,
Sklyanin algebras are a
class of
noncommutative algebra named after Evgeny Sklyanin. This
class of
algebras was first...
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Evgeny Konstantinovich Sklyanin (Russian: Евгений Константинович Склянин, born May 24, 1955, in Leningrad,
Soviet Union) is a
mathematical physicist, currently...
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Michigan in 2011. Her dissertation, On
Degenerations and
Deformations of
Sklyanin Algebras, was
jointly supervised by Toby Stafford [de] and
Karen E. Smith...
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Doctoral advisor Olga
Ladyzhenskaya Doctoral students Vladimir Buslaev Nicolai Reshetikhin Samson Shatashvili Evgeny Sklyanin Leon
Takhtajan Vladimir Korepin...
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divisor happens to be an
elliptic curve, then the
algebra is
called a
Sklyanin algebra. The
notion is
studied in the
context of
noncommutative projective...
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Algebraic Bethe Ansatz works for
integrable model". arXiv:hep-th/9211111.
Sklyanin, E. K. (1985). "The
quantum Toda chain". Non-Linear
Equations in classical...
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developed by the
Leningrad School (Ludwig Faddeev, Leon Takhtajan,
Evgeny Sklyanin,
Nicolai Reshetikhin and
Vladimir Korepin) and
related work by the ****anese...
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Miura Tetsuji Miwa Alan
Newell Nicolai Reshetikhin Aleksei Shabat Evgeny Sklyanin Mikio Sato
Elliott H. Lieb
Graeme Segal George Wilson Vladimir E. Zakharov...
- Weil–Petersson
geometry of
moduli spaces.
Together with
Ludvig Faddeev and
Evgeny Sklyanin he
formulated the
algebraic Bethe ansatz and
quantum inverse scattering...
- the
thermodynamic limit. The
steps can be
summarized as
follows (Evgeny
Sklyanin 1992): Take an R-matrix
which solves the Yang–Baxter equation. Take a representation...
