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Which canonical algebras are derived equivalent to incidence algebras of posets?

Mathematics – Representation Theory
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Which compacta are noncommutative ARs?

Mathematics – Operator Algebras
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Which Connected Spatial Networks on Random Points have Linear Route-Lengths?

Mathematics – Probability
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Which Digraphs with Ring Structure are Essentially Cyclic?

Mathematics – Combinatorics
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Which Earth for its True Polar Wander? Deciphering Subducted Plates and Upwellings Contributions

Mathematics – Logic
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Which finitely generated Abelian groups admit isomorphic Cayley graphs?

Mathematics – Group Theory
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Which fireballs are meteorites - A study of the Prairie Network photographic meteor data

Mathematics – Probability
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Which infinite abelian groups admit an almost maximally almost-periodic group topology?

Mathematics – General Topology
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Which mutation classes of quivers have constant number of arrows?

Mathematics – Combinatorics
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Which Partial Sums of the Taylor Series for $e$ are Convergents to $e$? (and a Link to the Primes 2, 5, 13, 37, 463), II

Mathematics – Number Theory
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Which Point Configurations are Determined by the Distribution of their Pairwise Distances?

Mathematics – Metric Geometry
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Which point sets admit a k-angulation?

Mathematics – Combinatorics
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Which powers of holomorphic functions are integrable?

Mathematics – Algebraic Geometry
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Which quaternion algebras act on a modular abelian variety?

Mathematics – Number Theory
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Which random walks are cyclic?

Mathematics – Probability
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Which Schubert varieties are local complete intersections?

Mathematics – Algebraic Geometry
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Which Singular K3 Surfaces Cover an Enriques Surface

Mathematics – Algebraic Geometry
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Which subnormal Toeplitz operators are either normal or analytic?

Mathematics – Functional Analysis
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Which weakly ramified group actions admit a universal formal deformation?

Mathematics – Algebraic Geometry
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Which weighted composition operators are complex symmetric?

Mathematics – Functional Analysis
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