Results 231 to 240 of about 397,933 (268)
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Split Null Point Problems and Fixed Point Problems for Demicontractive Multivalued Mappings

Mediterranean Journal of Mathematics, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Pachara Jailoka, Suthep Suantai
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Zero-Point Problem in Fixed-Point Gauge of Nonperturbative QCD

Modern Physics Letters A, 1997
We discuss the essence of the zero-point in fixed-point gauge of nonperturbative QCD and describe how to set the zero-point appropriately in deriving the nonperturbative quark–gluon three-point vertex functions including gluon condensates.
Yang, Jianjun   +2 more
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Viscosity approximation methods for solving fixed-point problems and split common fixed-point problems

Journal of Fixed Point Theory and Applications, 2016
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Koenigs problem and extreme fixed points

Functional Analysis and Its Applications, 2010
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Senderov, V. A., Khatskevich, V. A.
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Well-posedness of fixed point problems

Journal of Fixed Point Theory and Applications, 2018
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Dey, Debashis   +2 more
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Decomposing a Conjugate Fixed-Point Problem into Multiple Fixed-Point Problems

Dynamic Systems and Applications, 2023
Richard Avery   +2 more
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Interval methods for fixed-point problems

Numerical Functional Analysis and Optimization, 1987
Interval analysis is applied to the fixed-point problem x=ϕ(x) for continuous ϕ:S→S, where the space S is constructed from Cartesian products of the set R of real numbers, with componentwise definitions of arithmetic operations, ordering, and the product topology. With the aid of an interval inclusion φ:IS → IS in the interval space IS corresponding to
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Fixed point problems: an introduction

Eletrónica e Telecomunicações, 1996
This paper surveys a number of fundamental results on the existence and uniqueness of fixed points for certain classes of possibly nonlinear operators. I do not try to be exhaustive, but merely to present the results that are more useful in the context of signal and image reconstruction.
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Complete problems for fixed-point logics

Journal of Symbolic Logic, 1995
The notion of logical reducibilities is derived from the idea of interpretations between theories. It was used by Lovász and Gács [LG77] and Immerman [Imm87] to give complete problems for certain complexity classes and hence establish new connections between logical definability and computational complexity.However, the notion is also interesting in a ...
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General Inequalities and Fixed-Point Problems

1980
The aim of the present paper is to give some general results on fixed-point problems in the setting of an abstract set equipped only with a rather simple mathematical structure.
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