© 2020 The Author(s). Published by Elsevier B.V. This is an open access article under the CC BY license (http://creativecommons.org/licenses/by/4.0/).We construct exact eigenvectors and eigenvalues for Uq(sp2n)- and Uq(so2n)-symmetric closed spin chains by means of a nested algebraic Bethe ansatz method. We use a fusion procedure to construct higher-dimensional Lax operators. Our approach generalises and extends the results obtained by Reshetikhin and De Vega–Karowski. We also present a generalisation of Tarasov–Varchenko trace formula for nested Bethe vectors.Peer reviewe
45 pagesInternational audienceWe present in an unified and detailed way the nested Bethe ansatz for ...
AbstractThe modified algebraic Bethe ansatz, introduced by Crampé and the author [8], is used to cha...
The modified algebraic Bethe ansatz, introduced by Crampé and the author [8] , is used to characteri...
We construct exact eigenvectors and eigenvalues for Uq(sp2n)- and Uq(so2n)-symmetric closed spin cha...
© 2019 The Author(s). Published by Elsevier B.V. This is an open access article under the CC-By lice...
We present a nested algebraic Bethe ansatz for a one dimensional open spin chain whose boundary quan...
We present a nested algebraic Bethe ansatz for a one-dimensional open spin chain whose boundary quan...
In this thesis the nested algebraic Bethe ansatz technique is applied to various orthogonal and symp...
AbstractFor generic values of q, all the eigenvectors of the transfer matrix of the Uqsl(2)-invarian...
AbstractWe consider the Temperley–Lieb (TL) open quantum spin chain with “free” boundary conditions ...
A quantum algebra invariant integrable closed spin 1 chain is introduced and analyzed in detail. The...
We present an "algebraic treatment" of the analytical Bethe Ansatz. For this purpose, we introduce a...
For generic values of q, all the eigenvectors of the transfer matrix of the Uq(sl(2))-invariant open...
© 2022 V. Regelskis. Published by the SciPost Foundation. This work is licensed under the Creative C...
The nested off-diagonal Bethe ansatz method is proposed to diagonalize multi-component integrable mo...
45 pagesInternational audienceWe present in an unified and detailed way the nested Bethe ansatz for ...
AbstractThe modified algebraic Bethe ansatz, introduced by Crampé and the author [8], is used to cha...
The modified algebraic Bethe ansatz, introduced by Crampé and the author [8] , is used to characteri...
We construct exact eigenvectors and eigenvalues for Uq(sp2n)- and Uq(so2n)-symmetric closed spin cha...
© 2019 The Author(s). Published by Elsevier B.V. This is an open access article under the CC-By lice...
We present a nested algebraic Bethe ansatz for a one dimensional open spin chain whose boundary quan...
We present a nested algebraic Bethe ansatz for a one-dimensional open spin chain whose boundary quan...
In this thesis the nested algebraic Bethe ansatz technique is applied to various orthogonal and symp...
AbstractFor generic values of q, all the eigenvectors of the transfer matrix of the Uqsl(2)-invarian...
AbstractWe consider the Temperley–Lieb (TL) open quantum spin chain with “free” boundary conditions ...
A quantum algebra invariant integrable closed spin 1 chain is introduced and analyzed in detail. The...
We present an "algebraic treatment" of the analytical Bethe Ansatz. For this purpose, we introduce a...
For generic values of q, all the eigenvectors of the transfer matrix of the Uq(sl(2))-invariant open...
© 2022 V. Regelskis. Published by the SciPost Foundation. This work is licensed under the Creative C...
The nested off-diagonal Bethe ansatz method is proposed to diagonalize multi-component integrable mo...
45 pagesInternational audienceWe present in an unified and detailed way the nested Bethe ansatz for ...
AbstractThe modified algebraic Bethe ansatz, introduced by Crampé and the author [8], is used to cha...
The modified algebraic Bethe ansatz, introduced by Crampé and the author [8] , is used to characteri...