Results 21 to 30 of about 10,585,569 (293)
A study of uniformities on the space of uniformly continuous mappings
New families of uniformities are introduced on UC(X,Y)UC(X,Y), the class of uniformly continuous mappings between X and Y, where (X,U)(X,{\mathcal{U}}) and (Y,V)(Y,{\mathcal{V}}) are uniform spaces.
Gupta Ankit +3 more
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A class of orthogonal polynomials of a new type
The purpose of this paper is to study a class of polynomials Fnm(x,λ,ν) associated with a class of m differential equations, where λ is fixed, n is a variable parameter, m is fixed positive integer and ν is a non-negative integer
M. Dutta, Kanchan Prabha Manocha
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Iris: Deep Space Small Satellite Radio [PDF]
With nanosatellites being used for deep space missions, the need for a unique communications architecture to relay valuable mission data back to NASA’s Deep Space Network (DSN) is ...
Space Dynamics Laboratory
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On the Space of Integral Functions. IV [PDF]
With this metric, F is a complete linear metric space and convergence of a sequence in F is equivalent to uniform convergence of the sequence of integral functions in any circle of finite radius [1, Theorems 1 and 3 ]. Being a locally convex space in the concerned metric, the Hahn-Banach extension theorem for continuous linear functionals remain valid (
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Urban forests constitute vital ecological interfaces between built environments and natural systems, yet the mechanisms driving soil microbial community assembly in these ecosystems remain poorly understood.
Yi Zheng +10 more
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A study is made of certain completeness properties of the space of all continuous real-valued functions on a space, where this function space has the compact-open topology.
R. A. Mccoy
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The work contains the survey of results related to the study of near the boundary behavior of the solution of the Dirichlet problem with the boundary function in $L_p,$ $p > 1$ for a second-order elliptic equation.
Anatolii Konstantinovich Gushchin
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Ritual Void or Ritual Muddle? Deconsecration Rites of Roman Catholic Church Buildings
The decrease in people who regularly celebrate liturgy in western Europe has led to the question of what to do with so-called obsolete church buildings.
Kim de Wildt
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On equivariant function spaces [PDF]
Some basic features of the homotopy theory of mapping spaces are generalized to an equivariant setting.
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Isometries of a function space
It is proved here that an isometry on the subset of all positive functions of L1⋂Lp(ℝ) can be characterized by means of a function h together with a Borel measurable mapping ϕ of ℝ, thus generalizing the Banach-Lamparti theorem of Lp spaces.
U. D. Vyas
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