Ufuktepe, Ünal
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Ufuktepe, Unal
Ufuktepe, Un̈al
Ufuktepe, U
Ufuktepe, U.
Ufuktepe, Ü
Ufuktepe, Ü.
Ufuktepe, Uenal
Ufuktepe, Un̈al
Ufuktepe, U
Ufuktepe, U.
Ufuktepe, Ü
Ufuktepe, Ü.
Ufuktepe, Uenal
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04.02. Department of Mathematics
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Former Staff
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Documents
28
Citations
137
h-index
6

This researcher does not have a WoS ID.

Scholarly Output
21
Articles
7
Views / Downloads
41527/9448
Supervised MSc Theses
8
Supervised PhD Theses
0
WoS Citation Count
26
Scopus Citation Count
30
Patents
0
Projects
0
WoS Citations per Publication
1.24
Scopus Citations per Publication
1.43
Open Access Source
19
Supervised Theses
8
| Journal | Count |
|---|---|
| Lecture Notes in Computer Science | 6 |
| Turkish Journal of Mathematics | 2 |
| High Energy Physics | 1 |
| Challenging The Boundaries of Symbolic Computation | 1 |
| Journal of Interdisciplinary Mathematics | 1 |
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21 results
Scholarly Output Search Results
Now showing 1 - 10 of 21
Article Citation - Scopus: 1Inequalities for Buckling of a Clamped Plate(Taylor and Francis Ltd., 2002) Ufuktepe, Ünal; Mchale, K. P.We study the eigenvalue problems for the buckling of a clamped plate. The previous upper bound on low eigenvalues due to Payne, Pólya, and Weinberger, and Rile and Yeh are reviewed. Using methods similar to those used in bounding ratios of eigenvalues of the membrance problem, bounds for ratios of eigenvalues are found for the buckling of a clamped piateMaster Thesis Applications of Petri Nets(Izmir Institute of Technology, 2008) Yılmaz, Buket; Ufuktepe, ÜnalPetri nets are powerful formalism for modeling a wide range of dynamic systems and system behaviors. This thesis surveys the basic concept and application of Petri nets. The structure of Petri nets, their marking and execution and several examples of Petri net modeling. In this thesis we research into the analysis of Petri nets. Also we give the structure of Reachability graphs of Petri nets and their advantages for analyzing the Petri nets. The reachability problem for Petri nets is the problem of finding if Mn 2 R(M0) for a given marking Mn in a net (N,M0).We present several different kinds of Petri nets, together with computer tools based on Mathematica. We give the Mathematica commands for Reachability problem and also we created Mathematica commands for Incidence matrix of Petri nets. We study the concept of Petri nets and applications of Petri nets.We especially focus on Biological applications on Petri nets and we work on modeling of Hashimoto.s Thyroiditis in Petri Nets.Master Thesis Oscillation Theory for Second Order Differential Equations and Dynamic Equations on Time Scales(Izmir Institute of Technology, 2004) Yantır, Ahmet; Ufuktepe, Ünal; Ufuktepe, ÜnalThis thesis provides the oscillation criteria for second order linear differential equations and dynamic equations on time scales. We establish the comparison theorems and oscillation criteria for selfadjoint and non-self adjoint equations and systems of first order ordinary differential equations. Then we prove the fundamental results concerning the dynamic equations: existence and uniqueness theorem and disconjugacy criteria.Article Citation - WoS: 1Graph Coloring With Webmathematica(Springer Verlag, 2004) Ufuktepe, Ünal; Bacak, Gökşen; Beşeri Sevim, TinaColoring of a graph is an assignment of colors either to the edges of the graph G, or to vertices, or to maps in such a way that adjacent edges/vertices/maps are colored differently. We consider the problem of coloring graphs by using webMathematica which is the new web-based technology. In this paper, we describe some web-based interactive examples on graph coloring with webMathematica.Article Citation - WoS: 2Citation - Scopus: 1Basic Calculus on Time Scale With Mathematica(Springer Verlag, 2003) Yantır, Ahmet; Ufuktepe, ÜnalMathematical modeling of time dependent systems are always interesting for applied mathematicians. First continuous and then discrete mathematical modeling are built during the mathematical development from ancient to the modern times. By the discovery of the time scales, the problem of irregular controlling of time dependent systems is solved in 1990's. In this paper, we explain the derivative of functions on time scales and the solutions of some basic calculus problems by using Mathematica. © Springer-Verlag Berlin Heidelberg 2003.Master Thesis Measure Theory on Times Scales(Izmir Institute of Technology, 2007) Deniz, Aslı; Ufuktepe, ÜnalIn this thesis, we have studied measure theory adapted to time scales. delta and nabla-measures were first defined by Guseinov in 2003, then in a further study, the relationship between Lebesgue delta-integral and Riemann delta-integral were introduced in detail by Guseinov and Bohner. In 2004, Cabada established the relationship between delta-measure and the classical Lebesgue measure, moreover, Lebesgue delta-integral and the classical Lebegue integral. Finally, deltameasurability of sets was studied by Rzezuchovsky in 2005. In this study, we have adapted basic concepts of the measure theory to time Scales, by using definitions and properties given in these papers. With the help of related papers, Lebesgue-Stieltjes measure has been constructed on time scales and the link between Lebesgue-Stieltjes measure and Lebesgue-Stieltjes delta-measure and also link between Lebesgue-Stieltjes delta-integral and Lebesgue-Stieltjes integral have taken place.Conference Object Citation - WoS: 3Citation - Scopus: 3Mathematica Applications on Time Scales(Springer Verlag, 2005) Yantır, Ahmet; Ufuktepe, ÜnalStefan Hilger introduced the calculus on time scales in order to unify continuous and discrete analysis in 1988. The study of dynamic equations is an active area of research since time scales unifies both discrete and continuous processes, besides many others. In this paper we give many examples on derivative and integration on time scales calculus with Mathematica. We conclude with solving the first order linear dynamic equation N Δ(t) = N(t), and show that the solution is a generalized exponential function with Mathematica.Conference Object Citation - WoS: 1Citation - Scopus: 2Applications of Graph Coloring(Springer Verlag, 2005) Ufuktepe, Ünal; Bacak, GökşenA graph G is a mathematical structure consisting of two sets V(G) (vertices of G) and E(G) (edges of G). Proper coloring of a graph is an assignment of colors either to the vertices of the graphs, or to the edges, in such a way that adjacent vertices / edges are colored differently. This paper discusses coloring and operations on graphs with Mathematica and webMathematica. We consider many classes of graphs to color with applications. We draw any graph and also try to show whether it has an Eulerian and Hamiltonian cycles by using our package ColorGArticle Citation - Scopus: 2Inequalities for the Vibrating Clamped Plate Problem(TUBITAK, 2001) Mchale, K. P.; Ufuktepe, ÜnalWe study the eigenvalues of the vibrating clamped plate problem. We have made improvements on the bounds of the ratios of the eigenvalues of the biharmonic operator (clamped plate) using the methods of Payne, Polya, and Weinberger. The difference in our proof lies mainly with the trial functions and the orthogonality arguments. While Payne, Polya, and Weinberger and Hile and Yeh project away components along u1, u2,...,uk to meet the orthogonality conditions, we use a translation/rotation argument to meet these conditions.Master Thesis Edge Coloring of a Graph(Izmir Institute of Technology, 2004) Beşeri, Tina; Ufuktepe, ÜnalThe edge coloring problem is one of the fundamental problem on graphs which often appears in various scheduling problems like the le transfer problem on computer networks. In this thesis, we survey old and new results on the classical edge coloring as well as the generalized edge coloring problems. In addition, we developed some algorithms and modules by using Combinatorica package to color the edges of graphs with webMathematica which is the new web-based technology.
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