[PDF] Top 20 A fixed point theorem in o-minimal structures
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A fixed point theorem in o-minimal structures
... de point fixe o-minimal pour les applications d´ efinissables continues sur les ensembles d´ efinissa- bles et d´ efinissablement compacts, qui g´ en´ eralise la version de Brum- fiel du th´ eor` eme de ... See full document
10
Covers of groups definable in o-minimal structures
... Let us mention a few examples where locally definable groups have oc- curred in connection with the theory of definable groups. In [e1], we prove the Lie-Kolchin-Mal’cev theorem for solvable ... See full document
28
Solvable groups definable in o-minimal structures
... gives in [Hr] a proof of Weil’s Theorem that an algebraic group can be recovered from birational ...Pillay in [p] (see Proposition 2.5 in [p]) to show that a definable group G can be equipped ... See full document
60
The Lefschetz coincidence theorem in o-minimal expansions of fields
... We work over an o-minimal expansion N = (N, 0, 1, <, +, ·, . . . ) of a real closed field N . Definable means N -definable (possibly with parameters). As it is well known, o-minimal structures are ... See full document
26
VLSI Implementation of Fixed-Point Lattice Wave Digital Filters for Increased Sampling Rate
... filters. In this paper, design and mini- mum multiplier implementation of a fixed point lattice wave digital filter (WDF) based on three port parallel adaptor all- pass structure is ...implemented ... See full document
9
Existence and uniqueness of a fixed-point for local contractions
... stated in RZ-RP (2003) (see Theorem ...proof in RZ-RP (2003) is not ...used in their method of proof is ...their fixed-point result but at the cost of assuming that the family (β ... See full document
30
Unique Fixed Point Theorems In Metric Space
... Fixed point theory plays a basic role in applications of many branches of mathematics and other many ...finding fixed point has been studied in several ...metric fixed ... See full document
6
Probabilistic G-Metric space and some fixed point results
... hand, in 1942, Menger [13] introduced the notion of probabilistic metric space (briefly PM-space) as a generalization of metric ...of fixed point theory in PM-spaces was due to Schweizer and ... See full document
10
Fixed Point Theorems for Weak K-Quasi Contractions on a Generalized Metric Space with Partial Order
... with fixed point results in generalized metric spaces, extended Ciric theorem [7] in generalized metric spaces with less stringent conditions and obtained Banach contraction principle ... See full document
8
Strong convergence with a modified iterative projection method for hierarchical fixed point problems and variational inequalities
... (1) In our iterative process (9), if we take S = I (I is the identity operator of C ), then we derive the iterative process (7) which is studied by Sahu ...Therefore, Theorem 1 generalizes the main result ... See full document
10
Point island dynamics under fixed rate deposition
... with Theorem 4, which holds for any non-negative solution of (2) by the globalisation results of Section 3, we can discuss asymptotics of solutions of (1), using the methods of [3, 4], which were also used ... See full document
13
Coincidence and common fixed point of F-contractions via $CLR_{ST}$ property
... Wardowski, Fixed points of a new type of contractive mappings in complete metric spaces, Fixed Point Theory and Applications (2012) 2012:94, 6 pages, doi: ...[Coincidence Point ... See full document
11
Poincaré : Verdier duality in o-minimal structures
... ([12] Theorem 1.2), X is definably locally compact and, computing the o-minimal cohomology with definably compact supports of definable sub-balls, it follows that X has an orientation ... See full document
24
A Fixed Point Theorem for Multifunctions in Partial Metric spaces
... maps in complete metric spaces, and used coincidence and common fixed points, to establish a theorem on fixed points for pairs of multivalued ...functions. In this paper we take off ... See full document
7
FIXED POINT THEOREM IN FUZZY METRIC SPACE FOR SEMI-COMPATIBLE MAPPINGS
... In this paper, the concept of semi-compatibility and weak compatibility in Fuzzy metric space has been applied to prove a common fixed point theorem. We improve the result of Kumar and ... See full document
4
Sheaf cohomology in o-minimal structures
... space (Theorem 2.13). Similarly we have the following vanishing theorem which is the o-minimal version of [cc] Corollary 3. Here we use the fact that for a definable set X, we have dim X = dim Krull ... See full document
20
On topological groups with an approximate fixed point property
... stated in terms of a fixed point property. A classical theorem of (Day 1961) says that a topological group G is amenable if and only if every continuous affine action of G on a compact convex ... See full document
12
The minimax theorem as Hahn-Banach theorem consequence
... the point 0 belongs to the kernel of M, which is designated ̇ ...defined in a space with dimension1, constituted by elements , and it is such that ( ) ≤ ( ...). In fact, ( ) = ( ), when ≥ 0 and ( ) = ... See full document
8
Baire's Theorem in Probabilistic Modular spaces
... Such spaces were considered for instance in [1, 2, 3]. The notions of modular and probabilistic metric spaces [4] provide the inspiration for introducing a new concept that it is called a probabilistic modular ... See full document
2
A mean value theorem for internal functions and an estimation for the diifferential mean point
... vectors in E, to denote the elements of the closed line segment joining x with ...value theorem for internal functions. Theorem 4 Intermediate Value Theorem Let a, b ∈ ∗ R and let f : [a, b] ... See full document
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