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Toplam kayıt 13, listelenen: 1-10
A note on positive Lyapunov exponent and sensitive dependence on initial conditions
(Pergamon-Elsevier Science LTD, 2001)
In this note, we give two examples of discrete dynamics (Functions) on intervals C R, the first having a positive Lyapunov exponent at a point but not being sensitive-dependent on initial conditions at that point; and the ...
Pörseptron modelinin bir modifikasyonu
(1998)
Bu çalışmada öğrenme modellerinin ilklerinden sayılan pörseptron modeli kısaca tanıtılıp, öğrenme algoritmasmda yapılan bir değişiklikle, pörseptron modelinin gerçek biyolojik sistemlere uygunluğu sağlanmaya çalışılmıştır.
Periyodik tridiagonal Lotka-Volterra sisteminin periyodik çözümlerinin varlığı
(1996)
Bu çalışmada, Miklos Farkas tarafından, periyodik Lotka-Volterra sisteminin periyodik çözümlerinin varlığının gösterildiği teoremdeki koşullar zayıflatılarak aynı teoremin tridiagonal Lotka-Volterra sistemi için de geçerli ...
Stability of Graphs
(Electronic Journal Of Combinatorics, 2009)
Positively weighted graphs have a natural intrinsic metric. We consider finite, positively weighted graphs with a positive lower bound for their minimal weights and show that any two such graphs, which are close enough ...
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 ...
Self-similar groups in the sense of an iterated function system and their properties
(Academic Press Inc Elsevier Science, 2013)
The notion of self-similarity in the sense of iterated function system (IFS) for compact topological groups is given by S. Kocak in Definition 3. In this work, first we give the definition of strong self-similar group in ...
Tube Formulas for Graph-Directed Fractals
(World Scientific Publ Co Pte LTD, 2010)
Lapidus and Pearse proved recently an interesting formula about the volume of tubular neighborhoods of fractal sprays, including the self-similar fractals. We consider the graph-directed fractals in the sense of graph ...
Derivatives of the restrictions of harmonic functions on the Sierpinski gasket to segments
(Academic Press Inc Elsevier Science, 2007)
We give an explicit derivative computation for the restriction of a harmonic function on SG to segments at specific points of the segments: The derivative is zero at points dividing the segment in ratio 1:3. This shows ...
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 ...
An explicit formula of the intrinsic metric on the Sierpinski gasket via code representation
(Scientific Technical Research Council Turkey-Tubitak, 2018)
The computation of the distance between any two points of the Sierpinski gasket with respect to the intrinsic metric has already been investigated by several authors. However, to the best of our knowledge, in the literature ...