Characterization of jacobian varieties in arbitrary characteristic
Espacios vectoriales y seudotopologías compatibles
James boundaries and σ-fragmented selectors
We study the boundary structure for w*-compact subsets of dual Banach spaces. To be more precise, for a Banach space X, 0 < ϵ < 1 and a subset T of the dual space X* such that ⋃ B(t,ϵ): t ∈ T contains a James boundary for we study different kinds of conditions on T, besides T being countable, which ensure that . (SP) We analyze two different non-separable cases where the equality (SP) holds: (a) if is the duality mapping and there exists a σ-fragmented map f: X → X* such that B(f(x),ϵ)...
A Prokhorov's theorem for Banach lattice valued measures.
The generalized Weber problem with expected distances
The last coefficient of the Samuel polynomial
Locally nilpotent linear groups with the weak chain conditions on subgroups of infinite central dimension .
Nonhyperbolic persistent attractors near the Morse–Smale boundary
Variational calculus in several variables : a hamiltonian approach
Lagrangian theory for presymplectic systems
Homotopy colimits and cohomology with local coefficients
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