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Protocol Update: The Normative Modelling Paradigm for Computational Psychiatry
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Unbounded Determinable Subsets of Banach Spaces
SIAM Journal on Applied Mathematics, 1971The purpose of this paper is to study unbounded determinable subsets of real Banach spaces. The main results obtained are the following: (i) Characterization of unbounded, convex and circled subsets of a real Banach space B that are determinable. (ii) Characterizations of unbounded, convex and circled subsets of $L( B )$, the real Banach space of all ...
Balram S Rajput
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Lattice uniformities inducing unbounded convergence
A net (xγ)γ∈Γ in a locally solid Riesz space (X,τ) is said to be unbounded τ-convergent to x if |xγ−x|∧u⟶τ0 for all u∈X+. We recall that there is a locally solid linear topology uτ on X such that unbounded τ-convergence coincides with uτ-convergence.
Emmanuel Chetcuti, Hans Weber
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Closed unbounded subsets of ω1 can run away from many sets
Lecture Notes in Mathematics, 1982exaly +2 more sources
Weighted Polynomial Approximation of Entire Functions on Unbounded Subsets of the Complex Plane
Canadian Mathematical Bulletin, 1993AbstractWe study the asymptotic behavior of the n-widths of a class of entire functions in weighted approximation on subsets of the complex plane.
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On the Variants of Subset Sum: Projected and Unbounded
2023 25th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing (SYNASC), 2023Pranjal Dutta, Mahesh Sreekumar Rajasree
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Operations Research Letters, 1993
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Second-order elliptic equations of Cordes type in unbounded open subsets in R^n.
1989In this paper we study the Dirichlet problem for linear second order elliptic partial differential equations of Cordes type in unbounded domains. We obtain some existence and uniqueness results.
TRANSIRICO, Maria, TROISI, Mario
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