Başlık için Makale Koleksiyonu listeleme
Toplam kayıt 257, listelenen: 167-186
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On the continuity properties of the attainable sets of nonlinear control systems with integral constraint on controls
(Hindawi LTD, 2008)The attainable sets of the nonlinear control systems with integral constraint on the control functions are considered. It is assumed that the behavior of control system is described by a differential equation which is ... -
On the continuity property of L-P balls and an application
(Academic Press Inc Elsevier Science, 2007)In this paper continuity properties of the set-valued map p -> B-p(mu(0)), p is an element of (1, +infinity), are considered where B-p (mu(0)) is the closed ball of the space L-p ([t(0), theta]; R-m) centered at the origin ... -
On the Existence of Fagnano Trajectories in Convex Polygonal Billiards
(Maik Nauka/Interperiodica/Springer, 2009)We prove that an n-gon F is pedal strong Fagnano trajectory in some convex polygonal billiard table A if and only if it is a convex Poncelet n-gon. -
On the fractal dimension of the monotone decreasing null-sequences with monotone decreasing steps
(1996)Bu çalışmada monoton azalan ve azalan adımlı bazı sıfır dizilerinin fraktal boyutlarının hesaplanmasına ait bir yöntem verilmiştir. Bundan başka, böyle iki dizinin fraktal boyutlarının eşit olması ile bövle bir dizinin ... -
On the Hausdorff dimension of the subsets of $R^n$ under differentiable functions
(1996)Bu çalışmada $R^n$ 'nin alt kümelerinin türevlenebilir fonksiyonlar altındaki görüntülerinin Hausdorff boyutları araştırılmıştır. $D\subset R^n$ olmak üzere $f : D\rightarrow R^n $ türevlenebilir fonksiyonu verildiğinde, ... -
On the Minkowski measurability of self-similar fractals in R-d
(Scientific Technical Research Council Turkey-Tubitak, 2013)The question of Minkowski measurability of fractals is investigated for different situations by various authors, notably by M. Lapidus. In dimension one it is known that the attractor of an IFS consisting of similitudes ... -
On the Minkowski measurability of self-similar fractals in Rd
(2013)The question of Minkowski measurability of fractals is investigated for different situations by various authors, notably by M. Lapidus. In dimension one it is known that the attractor of an IFS consisting of similitudes ... -
On the Positive Linear Set Valued Maps
(University Miskolc Inst Math, 2013)In this paper positive linear set valued maps defined on the cone are studied. The representation theorem for positive linear set valued maps is given and Lipschitz continuity of these maps is proved. The estimations of ... -
On the Robust Stability of Polynomial Matrix Families
(Int Linear Algebra Soc, 2015)In this study, the problem of robust asymptotic stability of n x n, polynomial matrix family, in both continuous-time and discrete-time cases, is considered. It is shown that in the continuous case the problem can be reduced ... -
On the smallest disks enclosing graph-directed fractals
(Pergamon-Elsevier Science LTD, 2018)We consider the graph-directed iterated function systems and give upper bounds for the diameters of the smallest disks enclosing their attractors. We also give an algorithm to obtain these smallest enclosing disks with any ... -
On the stability of a convex set of matrices
(Elsevier Science Inc, 2006)In this paper we give an alternative proof of the constant inertia theorem for convex compact sets of complex matrices. It is shown that the companion matrix whose non-trivial column is negative satisfies the directional ... -
On unified theory for continuities
(2002)The purpose of this study is to give a unified theory for some weak and strong continuous functions using operations -
Ondalık Sayıların Farklı Temsil Edilmelerine Göre Algılanma Süreleri
(2002)Bu çalışmada, bir grup ondalık sayının, tablo ve grafikle temsil edilmesi durumunda, aynı anda grupta kaç tane ondalık sayı olduğu ve bu ondalık sayılardan en büyüğünün algılanma süreleri arasında bir fark olup olmadığı ... -
Oscillation of holomorphic Bergman-Besov kernels on the ball
(Springer Wien, 2017)We estimate the oscillation of holomorphic Bergman-Besov reproducing kernels on the unit ball of . As an application of this estimate we characterize holomorphic Bergman-Besov spaces in terms of double integrals of the ... -
Partial order relations on family of sets and scalarizations for set optimization
(Springer, 2018)In this study, some new order relations on family of sets are introduced by using Minkowski difference. The relations between these orders and the ordering cone of the vector space are obtained. It is shown that depending ... -
The performance of undergraduate students in the limit concept
(2009)In this work, we investigated first-year university students' skills in using the limit concept. They were expected to understand the relationship between the limit-value of a function at a point and the values of the ... -
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 ... -
A plane contact problem for an elastic orthotropic strip
(Springer, 2011)The contact of a punch with an elastic orthotropic strip is considered. A singular integral equation is derived for the contact pressure. The analytic expression of the associated kernel is unique for all types of orthotropy. ... -
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. -
Precise inclusion relations among Bergman-Besov and Bloch-Lipschitz spaces and H infinity on the unit ball of C-N
(Wiley-V C H Verlag GMBH, 2018)We describe exactly and fully which of the spaces of holomorphic functions in the title are included in which others. We provide either new results or new proofs. More importantly, we construct explicit functions in each ...