continuous functions
Limit theorem in the space of continuous functions for the Dirichlet polynomial related with the Riemann zeta-funtion
... where d,~ (m) denote the coefficients of the Dirichlet series expansion of the function in the half-plane u > 1 (see [11], [12] ) . Therefore the aim of this paper is to prove the limit theorem in the space of ...
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A survey and new results on Banach algebras of ultrametric continuous functions
... ultrametric continuous functions by Monique Chicourrat, Bertin Diarra and Alain Escassut Abstract Let IK be an ultrametric complete valued field and IE be an ultrametric ...bounded continuous ...
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Kolmogorov Operators in Spaces of Continuous Functions and Equations for Measures
... kϕ n k 0,V < ∞. When the sequence has more than an index, the meaning of the limit is the same given in Definition 1.1. The reason which justifies the introduction of the above spaces is that we are not able to prove ...
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Finite codimensional maximal ideals in subalgebras of ultrametric uniformly continuous functions
... uniformly continuous functions by Monique Chicourrat, Bertin Diarra and Alain Escassut Abstract: Let IE be a complete ultrametric space, let IK be a perfect complete ultra- metric field and let A be a ...
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Multiplicative spectrum of ultrametric Banach algebras of continuous functions
... uniformly continuous functions, it has been shown that two ultrafilters that are not contiguous define two distinct continuous multiplicative semi- ...analytic functions inside the disk F = {x ...
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Handling Continuous Functions in Hybrid Systems Reconfigurations: A Formal Event-B Development
... by continuous functions which can be solutions of differential equations In this case as we model elements from the physical world, system substitutions are not ...from continuous behavior ...
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On the Hausdorff dimension of graphs of prevalent continuous functions on compact sets
... In the same spirit we can hope to have a generic answer to the following question: “What is the Hausdorff dimension of the graph of a continuous function?” Curiously, the answer to this question depends on the ...
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Rigorous cubical approximation and persistent homology of continuous functions
... The above result was formulated for infinite precision in order to exclude examples such as (4). In actual computer implementations, the number of rectangles in the final subdivision of the rectangle is usually very ...
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On uniformly continuous functions for some profinite topologies
... regularity-preserving functions is a long-term objective, but in spite of intensive research (see [ 10 ] for a detailed bibliography), it it is still out of ...
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Broken harmonic functions
... Remark This conjecture is true for polynomials and for continuous functions of bounded variation which are well approximated by polynomials. Using results from tauberian theory related to the Mellin ...
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On comonotonically modular functions
... Quasi-polynomial functions were axiomatized in [2] in terms of two well-known conditions in aggregation theory, namely, comonotonic maxitivity and comonotonic minitiv- ...quasi-polynomial functions are ...
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Entire functions sharing small functions with their difference operators
... References [1] W. Bergweiler, J. K. Langley, Zeros of differences of meromorphic func- tions, Math. Proc. Cambridge Philos. Soc. 142 (2007), no. 1, 133–147. [2] B. Chen, Z. X. Chen and S. Li, Uniqueness theorems on ...
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Modular Graph Functions
... Such functions, which we will refer to as modular graph functions, arise, for example, in the low energy expansion of genus-one Type II superstring ...These functions depend on a coordinate, ζ, on ...
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Bayesian dependence tests for continuous, binary and mixed continuous-binary variables
... . Binary Continuous Half of the samples have the binary variable set to zero and half to one. When that variable is zero, then for the continuous use Γ(10, 2), otherwise Γ(10 + β, 2 + β). Figures 4 – 6 ...
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Continuous Mesh Model and Well-Posed Continuous Interpolation Error Estimation
... Mmg3d [12], Mom3d [34], Tango [5] and [29] in 3D. It is worth mentioning that all these codes have arisen from different mesh generation methods. The method in [18, 20] is based on a global constrained Delaunay kernel. ...
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Inclusion within Continuous Belief Functions
... the continuous case within the theory of belief ...BELIEF FUNCTIONS : AN OVERVIEW This section recalls the necessary background related to the evidential ...two functions: a credibility and a ...
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Submodular Partition Functions
... LIRMM-Universit´ e Montpellier II, 161 rue Ada, 34392 Montpellier Cedex, France thomasse@lirmm.fr Abstract Adapting the method introduced in Graph Minors X [6], we propose a new proof of the duality between the ...
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Belief functions on lattices
... • Case where the universal set Ω is the set of propositional variables, either true or false. As argued by Barth´elemy [1], in non-classical logics, the set of propositions need not be 2 Ω , and as we will see later, ...
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On systolic zeta functions
... GL(b) operates on B by the rule kxk h = kh −1 (x)k, h ∈ GL(b). This action transfers to zeta functions is such a way that Z B is equivariant. The set Q(b) = B(b)/GL(b) of isomorphism classes of Banach structures ...
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Modernize time.h functions
... which expand to integer constant expressions with type int , distinct positive values, and which are suitable for use in #if preprocessing directives; and errno which expands to a modifiable lvalue 214) that has type int ...
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