Etkinlikler Takvimi: Etkinlikler Takvimi
http://www.cankaya.edu.tr/takvim/?calendarid=default
Sat, 18 Nov 2017 06:22:23 +0000Sat, 18 Nov 2017 06:22:23 +0000VTCalendar 11/18/2017Kas 21: “New aspects of the fractional optimal control problems involving Mittag-Leffler nonsingular kernel”
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510747326064
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510747326064Seminer<em>15:20: Seminer</em><br/>Fractional calculus is one of the most interesting topics in the area of mathematical analysis, which has a wide range of applications in different fields of science and engineering. Recently, a new fractional derivative with nonlocal and nonsingular kernel was constructed by using the generalized Mittag-Leffler function. In this research, we employ this recently introduced differentiation to formulate the fractional optimal control problems in a new sense. An efficient numerical technique to solve this problem is also developed based on the Euler convolution quadrature rule to discretize the convolution integral. Simulation results verify that the model based on this new derivative has the potential to better control the undesirable behaviors of the real-world phenomena than the other FC derivatives.Kas 23: Workshop: Cloud Computing
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510746697030
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510746697030Seminer<em>10:00: Seminer</em><br/>Cem Bayraktaroğlu, Eğitmen, Bilge İzmirKas 24: “Polynomial Mappings Associated With Simple Complex Lie Algebras”
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510747418772
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510747418772Seminer<em>14:20: Seminer</em><br/>In the theory of finite fields, a polynomial with integer coefficients is called exceptional if it induces a permutation over infinitely many residue fields. The classification of univariate exceptional polynomials is finished; such a map is a composition of linear polynomials, monomials and Chebyshev polynomials. Lidl and Wells have generalized Chebyshev polynomials to several variables and shown that certain such maps are exceptional. One can show that their multivariate polynomials correspond to a family of maps associated with the simple complex Lie algebras A_n. In this talk, we will focus on the multivariate polynomial mappings that are associated with the other simple complex Lie algebras. <br/>We will give an easy to check condition for these multivariate maps to induce a permutation over a finite field. Using this result, we will show that there exist infinitely many exceptional polynomials for each simple complex Lie algebra.<br/>Ara 5: Critical Thinking in the Digital Age (Eleştirel Düşünme)
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510664893226
http://www.cankaya.edu.tr/takvim/main.php?view=event&calendarid=default&eventid=1510664893226Seminer<em>11:00: Seminer</em><br/>David FAY (Amerikan Büyükelçiliği Eğitim Ateşesi)