Results 11 to 20 of about 4,749 (195)
Projective well-orderings and extensions of Lebesgue measure [PDF]
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Cardinal characteristics and projective wellorders
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Fischer, Vera, Friedman, Sy-David
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An effective Hamiltonian for an extended Kondo lattice model and a possible origin of charge ordering in half-doped manganites [PDF]
An effective Hamiltonian is derived in the case of the strong Hund coupling and on-site Coulomb interaction by means of a projective perturbation approach.
Shen, Shun-Qing, Wang, Z. D.
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Jensen
It was established by Jensen in 1970 that there is a generic extension L[a] of the constructible universe L by a non-constructible real a∉L, minimal over L, such that a is Δ31 in L[a].
Vladimir Kanovei, Vassily Lyubetsky
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Anomalous Symmetry Fractionalization and Surface Topological Order [PDF]
In addition to possessing fractional statistics, anyon excitations of a 2D topologically ordered state can realize symmetry in distinct ways , leading to a variety of symmetry enriched topological (SET) phases.
Burnell, Fiona J. +3 more
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Trivial Extensions of Gentle Algebras and Brauer Graph Algebras [PDF]
We show that two well-studied classes of tame algebras coincide: namely, the class of symmetric special biserial algebras coincides with the class of Brauer graph algebras.
Schroll, Sibylle
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Projectively well-ordered inner models
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Projective well-orderings and bounded forcing axioms
AbstractIn the absence of Woodin cardinals, fine structural inner models for mild large cardinal hypotheses admit forcing extensions where bounded forcing axioms hold and yet the reals are projectively well-ordered.
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Wada Dessins associated with Finite Projective Spaces and Frobenius Compatibility [PDF]
\textit{Dessins d'enfants} (hypermaps) are useful to describe algebraic properties of the Riemann surfaces they are embedded in. In general, it is not easy to describe algebraic properties of the surface of the embedding starting from the combinatorial ...
Sarti, Cristina
core
Optimizing the double description method for normal surface enumeration
Many key algorithms in 3-manifold topology involve the enumeration of normal surfaces, which is based upon the double description method for finding the vertices of a convex polytope.
Burton, Benjamin A.
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