Başlık için Makale Koleksiyonu listeleme
Toplam kayıt 257, listelenen: 21-40
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The Bakry-Emery Ricci tensor and its applications to some compactness theorems
(Springer, 2012)Let (M, g) be a complete and connected Riemannian manifold of dimension n. By using the Bakry-Emery Ricci curvature tensor on M, we prove two theorems which correspond to the Myers compactness theorem. -
Bazı monoton azalan ve azalan adımlı sıfır dizilerinin fraktal boyutu
(1997)Bu çalışmada fractal boyutu bilinen monoton azalan ve azalan adındı bir sıfır dizisi yardımıyla tanımlanan bazı sıfir dizilerinin fraktal boyutları hesaplanmıştır. -
?-blocking and hysteresis in the EEG
(1995)We investigated the phenomenon of ?-blocking by using a smoothly changing illumination as the visual stimulus and showed that there is no increase of ß-waves during ?-blocking. We were unable to see any form of ?-ß competition ... -
The Bochner technique and modification of the Ricci tensor
(Springer, 2009)In the well-known vanishing theorems of Bochner, the assumptions Ric a parts per thousand yen 0 and Ric a parts per thousand currency sign 0 are modified by using Hessian and Laplacian of a smooth positive function such ... -
Bounded Motions of the Dynamical Systems Described by Differential Inclusions
(Hindawi LTD, 2009)The boundedness of the motions of the dynamical system described by a differential inclusion with control vector is studied. It is assumed that the right-hand side of the differential inclusion is upper semicontinuous. ... -
Brown-Robinson method for interval matrix games
(Springer, 2011)In this paper, two-person interval matrix games are considered, and by means of acceptability index, Brown-Robinson method to find a mixed-strategy equilibrium is adapted to interval matrix games. Numerical examples are ... -
Calculation of Cutoff Frequency For Polynomial Families
(2017)In many stability problems, the investigation of pure imaginary roots for a polynomial family is very important. Given a pure imaginary complex number, the set of all images of uncertainty vectors is called the value set ... -
Canonical bases for real representations of Clifford algebras
(Elsevier Science Inc, 2006)The well-known classification of the Clifford algebras Cl(r, s) leads to canonical forms of complex and real representations which are essentially unique by virtue of the Wedderburn theorem. For s >= 1 representations of ... -
Chaos in product maps
(Scientific Technical Research Council Turkey-Tubitak, 2010)We discuss how chaos conditions on maps carry over to their products First we give a counterexample showing that the product of two chaotic maps (in the sense of Devaney) need not be chaotic We then remark that if two maps ... -
Chaotic n-dimensional euclidean and hyperbolic open billiards and chaotic spinning planar billiards
(Siam Publications, 2008)We propose a new method to handle the n-dimensional billiard problem in the exterior of a finite mutually disjoint union of convex ( but not necessarily strictly convex) smooth obstacles without eclipse in the Euclidean ... -
The circle as an attractor of an iterated function system on the plane
(Academic Press Inc Elsevier Science, 2007)We give an iterated function system (IFS) on the plane with the circle as attractor. In doing this, we also give a sufficient condition for radially contracting functions on the plane (or on R-n) to be a contraction. A ... -
A classification of points on the Sierpinski gasket
(2008)In this article we classified the points of the well-known fractal set Sicrpinski Gasket (SG) according to their addresses. We also gave a characterization of points of SG that describes the relation between their addresses ... -
Coincidence criteria of the maximal stable bridges in the approach problems
(Pergamon-Elsevier Science LTD, 2010)Two person antagonistic differential games with dynamics described by nonlinear ordinary differential equations are considered. For a given compact target set M subset of R-n the problem of approach at a given time instant ... -
Common diagonal solutions to the Lyapunov inequalities for interval systems
(Springer International Publishing Ag, 2016)In this paper for interval systems we consider the problem of existence and evaluation of common diagonal solutions to the Lyapunov inequalities. For second order systems, we give necessary and sufficient conditions and ... -
Common Lyapunov Functions for Some Special Classes of Stable Systems
(IEEE-Inst Electrical Electronics Engineers Inc, 2011)In this work we consider the problem of existence and determination of a common positive definite solution (common quadratic Lyapunov function) to a set of Lyapunov matrix inequalities. We investigate a parameterized matrix ... -
The common vector approach and its comparison with other subspace methods in case of sufficient data
(Academic Press LTD- Elsevier Science LTD, 2007)This paper presents an application of the common vector approach (CVA), an approach mainly used for speech recognition problems when the number of data items exceeds the dimension of the feature vectors. The calculation ... -
The common vector approach and its relation to principal component analysis
(2001)The main point of the paper is to show the close relation between the nonzero principal components and the difference subspace together with the complementary close relation between the zero principal components and the ... -
Compactness of the set of trajectories of the controllable system described by an affine integral equation
(Elsevier Science Inc, 2013)In this paper the control system with integral constraint on the controls is studied. It is assumed that the behavior of the system is described by an affine Volterra integral equation which is nonlinear with respect to ... -
Comparison between two meshless methods for the Rosenau-Kawahara equation
(Centre Environment Social & Economic Research Publ-Ceser, 2018)In this work, we present a comparative study of meshless radial basis functions collocation method and meshless kernel based method of lines for the numerical solution of the general form of Rosenau-Kawahara equation. ...