Abstract. We determine the spectral curve of charge 3 BPS su(2) monopoles with C3 cyclic symmetry. The symmetry means that the genus 4 spectral curve covers a (Toda) spectral curve of genus 2. A well adapted homology basis is presented enabling the theta functions and monopole data of the genus 4 curve to be given in terms of genus 2 data. The Richelot correspondence, a generalization of the arithmetic mean, is used to solve for this genus 2 curve. Results of other approaches are compared
We formulate a correspondence between SU(2) monopole chains and “spectral data”, consisting of curve...
This thesis investigates two possible versions of a spectral curve construction for compact consta...
Advance Access published on January 13, 2021We review the theory of JNR, mass 1/2 hyperbolic monopol...
Monopoles are solutions of an SU(2) gauge theory in R3 satisfying a lower bound for energy and certa...
We classify all possible charge-3 monopole spectral curves with non-trivial automorphism group and w...
Abstract. We develop the Atiyah-Drinfeld-Manin-Hitchin-Nahm construction to study SU(2) non-abelian ...
The original publication can be found at www.springerlink.comThe moduli spaces of hyperbolic monopol...
I survey the theory of Bogomolny monopoles and the various approaches to their study. These include ...
We propose a procedure to derive quantum spectral curves of AdS/CFT type by requiring that a special...
We give formulae for minimal surfaces in R3 deriving, via classical oscu-lation duality, from ellipt...
International audienceWe perform further tests of the correspondence between spectral theory and top...
N.M. Romão Spectral curves and the mass of hyperbolic monopoles Magnetic monopoles (crash course) Tw...
Recently, a correspondence has been proposed between spectral theory and topological strings on tori...
We study higher dimensional versions of monopoles with Dirac singularities on manifolds which are pr...
A large class of explicit hyperbolic monopole solutions can be obtained from JNR instanton data, if ...
We formulate a correspondence between SU(2) monopole chains and “spectral data”, consisting of curve...
This thesis investigates two possible versions of a spectral curve construction for compact consta...
Advance Access published on January 13, 2021We review the theory of JNR, mass 1/2 hyperbolic monopol...
Monopoles are solutions of an SU(2) gauge theory in R3 satisfying a lower bound for energy and certa...
We classify all possible charge-3 monopole spectral curves with non-trivial automorphism group and w...
Abstract. We develop the Atiyah-Drinfeld-Manin-Hitchin-Nahm construction to study SU(2) non-abelian ...
The original publication can be found at www.springerlink.comThe moduli spaces of hyperbolic monopol...
I survey the theory of Bogomolny monopoles and the various approaches to their study. These include ...
We propose a procedure to derive quantum spectral curves of AdS/CFT type by requiring that a special...
We give formulae for minimal surfaces in R3 deriving, via classical oscu-lation duality, from ellipt...
International audienceWe perform further tests of the correspondence between spectral theory and top...
N.M. Romão Spectral curves and the mass of hyperbolic monopoles Magnetic monopoles (crash course) Tw...
Recently, a correspondence has been proposed between spectral theory and topological strings on tori...
We study higher dimensional versions of monopoles with Dirac singularities on manifolds which are pr...
A large class of explicit hyperbolic monopole solutions can be obtained from JNR instanton data, if ...
We formulate a correspondence between SU(2) monopole chains and “spectral data”, consisting of curve...
This thesis investigates two possible versions of a spectral curve construction for compact consta...
Advance Access published on January 13, 2021We review the theory of JNR, mass 1/2 hyperbolic monopol...