Degree | Department/Program | Institute | Year |
1996 | |||
1998 | |||
2005 | |||
2006 | |||
2008 |
1. THE NONEXTENSIVE GENERALIZATION OF BOLTZMANN-GIBBS STATISTICS AND ITS APPLICATIONS, Supervisor: Dr. Prof. Dr. Ramazan Sever, Others, Others, Other Department, Ankara, Turkey, .
1. Semileptonic decay contants of B and D mezons in the framework of ACC MM model, Supervisor: Dr. Prof. Dr. Ramazan Sever, Others, Others, Other Department, Ankara, Turkey, .
Title | Institute | Year |
ASSIST. PROF. DR. | EGE UNIVERSITY | 2008-11-13 - 2009-12-07 |
ASSOC. PROF. | EGE UNIVERSITY | 2009-07-12 - 2014-12-30 |
ASSOC. PROF. | TOBB UNIVERSITY | 2014-12-15 - 2018-02-15 |
PROF. DR. | MERSIN UNIVERSITY | 2018-07-01 - 2021-12-16 |
2021
36. Oikonomou, T.; Kaloudis, K.; Bagci, G. The q-exponentials do not maximize the Rényi entropy. ELSEVIER BV, 2021, 578, 126126-126126. 1000 + 5http://dx.doi.org/10.1016/j.physa.2021.126126
Times Cited: 1
2019
35. Oikonomou, T.; Bagci, G. Rényi entropy yields artificial biases not in the data and incorrect updating due to the finite-size data. AMERICAN PHYSICAL SOCIETY (APS), 2019, 99, 032134-032137. 1000 + 10http://dx.doi.org/10.1103/PhysRevE.99.032134
Times Cited: 2
34. Aydin, A.; Oikonomou, T.; Bagci, G.; Sisman, A. Discrete and Weyl density of states for photonic dispersion relation. IOP PUBLISHING, 2019, 94, 105001-105001. 750 + 0http://dx.doi.org/10.1088/1402-4896/ab0bc5
2018
33. Oikonomou, T.; Bagci, G. Route from discreteness to the continuum for the Tsallis q -entropy. AMERICAN PHYSICAL SOCIETY (APS), 2018, 97, 1-1. 1000 + 0http://dx.doi.org/10.1103/PhysRevE.97.012104
32. Oikonomou, T.; Bagci, G. Reply to "Comment on 'Route from discreteness to the continuum for the Tsallis q-entropy'. PHYSICAL REVIEW E, 2018, 97, 1-1. 500 + 0
2017
31. Canturk, B.; Oikonomou, T.; Bagci, G. Group theory, entropy and the third law of thermodynamics. ELSEVIER BV, 2017, 377, 62-70. 1000 + 0http://dx.doi.org/10.1016/j.aop.2016.12.013
30. Oikonomou, T.; Bagci, G. Comment on “Troublesome aspects of the Renyi-MaxEnt treatment”. AMERICAN PHYSICAL SOCIETY (APS), 2017, 96, 056101-056101. 1000 + 0http://dx.doi.org/10.1103/PhysRevE.96.056101
29. Oikonomou, T.; Bagci, G. Misusing the entropy maximization in the jungle of generalized entropies. ELSEVIER BV, 2017, 381, 207-211. 1000 + 5http://dx.doi.org/10.1016/j.physleta.2016.11.005
Times Cited: 1
2016
28. Argun, A.; Moradi, A.; Pinçe, E.; Bagci, G.; Imparato, A.; Volpe, G. Non-Boltzmann stationary distributions and nonequilibrium relations in active baths. AMERICAN PHYSICAL SOCIETY (APS), 2016, 94, 0-0. 550 + 15http://dx.doi.org/10.1103/PhysRevE.94.062150
Times Cited: 3
27. Bagci, G.; Oikonomou, T. Validity of the third law of thermodynamics for the Tsallis entropy. AMERICAN PHYSICAL SOCIETY (APS), 2016, 93, 0-0. 1000 + 15http://dx.doi.org/10.1103/PhysRevE.93.022112
Times Cited: 3
26. Baris Bagci, G. The third law of thermodynamics and the fractional entropies. ELSEVIER BV, 2016, 380, 2615-2618. 0 + 5http://dx.doi.org/10.1016/j.physleta.2016.06.010
Times Cited: 1
2015
25. Ozken, I.; Eroglu, D.; Stemler, T.; Marwan, N.; Bagci, G.; Kurths, J. Transformation-cost time-series method for analyzing irregularly sampled data. AMERICAN PHYSICAL SOCIETY (APS), 2015, 91, 0-0. 450 + 15http://dx.doi.org/10.1103/PhysRevE.91.062911
Times Cited: 3
24. Bagci, G.; Oikonomou, T. Comment on “Third law of thermodynamics as a key test of generalized entropies”. AMERICAN PHYSICAL SOCIETY (APS), 2015, 92, 1-2. 500 + 0http://dx.doi.org/10.1103/PhysRevE.92.016103
23. Bagci, G. The validity of the third law of thermodynamics for the Rényi and homogeneous entropies. ELSEVIER BV, 2015, 437, 405-407. 1000 + 10http://dx.doi.org/10.1016/j.physa.2015.05.115
Times Cited: 2
2013
22. Pereira, T.; Eroglu, D.; Bagci, G.; Tirnakli, U.; Jensen, H. Connectivity-Driven Coherence in Complex Networks. AMERICAN PHYSICAL SOCIETY (APS), 2013, 110, 0-0. 700 + 90http://dx.doi.org/10.1103/PhysRevLett.110.234103
Times Cited: 18
21. Bagci, G.; Tirnakli, U.; Kurths, J. Second law for transitions between nonequilibrium steady states. AMERICAN PHYSICAL SOCIETY (APS), 2013, 87, 0-0. 1000 + 10http://dx.doi.org/10.1103/PhysRevE.87.032161
Times Cited: 2
20. Bagci, G.; Oikonomou, T. Tsallis power laws and finite baths with negative heat capacity. AMERICAN PHYSICAL SOCIETY (APS), 2013, 88, 0-0. 1000 + 0http://dx.doi.org/10.1103/PhysRevE.88.042126
19. Afsar, O.; Bagci, G.; Tirnakli, U. Renormalized entropy for one dimensional discrete maps: periodic and quasi-periodic route to chaos and their robustness. SPRINGER NATURE, 2013, 86, 0-0. 1000 + 35http://dx.doi.org/10.1140/epjb/e2013-40184-2
Times Cited: 7
18. Diana, G.; Bagci, G.; Esposito, M. Finite-time erasing of information stored in fermionic bits. AMERICAN PHYSICAL SOCIETY (APS), 2013, 87, 0-0. 1000 + 105http://dx.doi.org/10.1103/PhysRevE.87.012111
Times Cited: 21
17. Oikonomou, T.; Baris Bagci, G. Clausius versus Sackur–Tetrode entropies. ELSEVIER BV, 2013, 44, 63-68. 0 + 0http://dx.doi.org/10.1016/j.shpsb.2013.01.001
2012
16. Oikonomou, T.; Baris Bagci, G.; Tirnakli, U. Canonical equilibrium distribution derived from Helmholtz potential. ELSEVIER BV, 2012, 391, 6386-6389. 0 + 10http://dx.doi.org/10.1016/j.physa.2012.07.072
Times Cited: 2
2011
15. Bagci, G. q-thermostatistics of noise-driven Van der Pol oscillator. PHYSICA A, 2011, 390, 1417-1423. 1000 + 0
2010
14. Oikonomou, T.; Bagci, G. A COMPLETENESS CRITERION FOR KANIADAKIS, ABE AND TWO-PARAMETER GENERALIZED STATISTICAL THEORIES. REPORTS ON MATHEMATICAL PHYSICS, 2010, 66, 137-146. 1000 + 15
Times Cited: 3
13. Oikonomou, T.; Bagci, G. The maximization of Tsallis entropy with complete deformed functions and the problem of constraints. ELSEVIER BV, 2010, 374, 2225-2229. 1000 + 45http://dx.doi.org/10.1016/j.physleta.2010.03.038
Times Cited: 9
2009
12. Bağci, G.; Tirnakli, U. Self-organization in dissipative optical lattices. AIP PUBLISHING, 2009, 19, 033113-033113. 1000 + 0http://dx.doi.org/10.1063/1.3194107
11. Bagci, G.; Tirnakli, U. On the way towards a generalized entropy maximization procedure. ELSEVIER BV, 2009, 373, 3230-3234. 1000 + 25http://dx.doi.org/10.1016/j.physleta.2009.07.014
Times Cited: 5
10. Bağcı, G. Gibbs’ theorem for open systems with incomplete statistics. ELSEVIER BV, 2009, 42, 265-269. 1000 + 0http://dx.doi.org/10.1016/j.chaos.2008.11.018
9. Oikonomou, T.; Bagci, G. A note on the definition of deformed exponential and logarithm functions. AIP PUBLISHING, 2009, 50, 103301-103301. 1000 + 0http://dx.doi.org/10.1063/1.3227657
8. BAGCI, G.; TIRNAKLI, U. SELF-ORGANIZATION IN NONADDITIVE SYSTEMS WITH EXTERNAL NOISE. WORLD SCIENTIFIC PUB CO PTE LT, 2009, 19, 4247-4252. 1000 + 10http://dx.doi.org/10.1142/S021812740902533X
Times Cited: 2
2008
7. BAĞCI, G. NONADDITIVE OPEN SYSTEMS AND THE PROBLEM OF CONSTRAINTS. WORLD SCIENTIFIC PUB CO PTE LT, 2008, 22, 3381-3396. 1000 + 5http://dx.doi.org/10.1142/S0217979208039988
Times Cited: 1
2007
6. Campisi, M.; Bagci, G. Tsallis ensemble as an exact orthode. ELSEVIER BV, 2007, 362, 11-15. 1000 + 20http://dx.doi.org/10.1016/j.physleta.2006.09.081
Times Cited: 4
5. Bağcı, G. Nonextensive reaction rate. ELSEVIER BV, 2007, 386, 79-84. 1000 + 35http://dx.doi.org/10.1016/j.physa.2007.06.045
Times Cited: 7
4. BAĞCI, G.; ARDA, A.; SEVER, R. QUANTUM MECHANICAL TREATMENT OF THE PROBLEM OF CONSTRAINTS IN NON-EXTENSIVE FORMALISM REVISITED. WORLD SCIENTIFIC PUB CO PTE LT, 2007, 21, 981-985. 1000 + 10http://dx.doi.org/10.1142/S0217984907013390
Times Cited: 2
2006
3. BAĞCI, G.; ARDA, A.; SEVER, R. ON THE PROBLEM OF CONSTRAINTS IN NONEXTENSIVE FORMALISM: A QUANTUM MECHANICAL TREATMENT. WORLD SCIENTIFIC PUB CO PTE LT, 2006, 20, 2085-2092. 1000 + 25http://dx.doi.org/10.1142/S0217979206034510
Times Cited: 5
2005
2. Abe, S.; Bagci, G. Necessity ofq-expectation value in nonextensive statistical mechanics. AMERICAN PHYSICAL SOCIETY (APS), 2005, 71, 0-0. 1000 + 280http://dx.doi.org/10.1103/PhysRevE.71.016139
Times Cited: 56
2004
1. BAĞCI, G.; SEVER, R.; TEZCAN, C. NON-EXTENSIVE STUDY OF RIGID AND NON-RIGID ROTATORS. WORLD SCIENTIFIC PUB CO PTE LT, 2004, 18, 467-477. 1000 + 20http://dx.doi.org/10.1142/S0217984904007098
Times Cited: 4
2017
1. Bağcı, G. The Physical Meaning of the Rényi Relative Entropy. SULEYMAN DEMIREL UNIVERSITESI FEN BILIMLERI ENSTITUSU DERGISI, 2017, 21, 292-295. 200 + 0
1. Bagci, G., Klimontovich’s S-theorem for Nonadditive Open Systems and Constraints. Greek-Turkish Conference Statistical mechanics and dynamical systems, 2008-09-11, 2008-09-17, Rodos, Greece, 2008. 100
http://grtr.physics.uoc.gr/2008/index.php
4. Bagci, G.; Oikonomou, T., Looking at the Tsallis entropy in the eye. 14th Joint European thermodynamics Conference, 2017-05-21, 2017-05-25, Budapeşte, Hungary, 2017. 0
3. Bagci, G.; Tirnakli, U.; Kurths, J., Klimontovich's S theorem and stochastic thermodynamics. 3rd International workshop on Statistical Physics and Mathematics for Complex Systems, 2012-08-24, 2012-08-31, Kazan, Russia, 2012. 0
http://blog.sciencenet.cn/blog-4673-606828.html
2. Bagci, G., Second law for non-equilibrium steady states in open systems.. FEZA GÜRSEY INSTITUTE–IMPERIAL COLLEGE INTERNATIONAL SUMMER SCHOOL AND RESEARCH WORKSHOP ON COMPLEXITY, 2011-09-05, 2011-09-11, İstanbul, Turkey, 2011. 0
http://fezagursey.boun.edu.tr/eskisite/new/complexity11/program-final.pdf
1. Bagci, G.; Tirnakli, U.; Kurths, J., The Second Law For the Transitions Between the Non-equilibrium Steady States. Second Greek-Turkish Conference Statistical mechanics and dynamical systems, 2010-09-05, 2010-09-12, Symi, Greece, 2010. 0
http://grtr.physics.uoc.gr/2010/received.php
1. Bagci, G., FINITE-TIME ERASING OF INFORMATION STORED IN FERMIONIC BITS. 20. İstatistiksel Fizik Günleri, 2013-06-27, 2013-06-29, Kayseri, Turkey, 2013. 0
http://ifg20.erciyes.edu.tr/davetliKonusmaci.aspx
3. Navigability in Networks with Non-Poisson distribution, BAP, Project Number: 2018-3-AP5-3093, 39779 TL, Manager, Continue... 100
2. Bağlı Av-Avcı Modellerinde Senkronizasyon Dinamiğinin incelenmesi , TÜBİTAK, Project Number: 111T1677, 0 TL, Manager, 2013,Completed. 100
1. Genelleştirilmiş Entropilerin Analizi Ve Uygulamaları , BAP, Project Number: 2009Fen076, 0 TL, Manager, 2011,Completed. 100
1. Toplanabilir Olmayan Entropiler Kullanan Yeni Bir Karmaşıklık Ölçümü ve Çok Disiplinli Uygulamaları , TÜBİTAK, Project Number: 111T1677, 0 TL, Researcher, 2010,Completed. 50
2. Deniz Eroğlu, Coherence of collective motion on complex networks, Others, Others, Completed. 200
1. Bilal Cantürk, GENERALIZED ENTROPIES AND THE INVESTIGATION OF THERMAL FLUCTUATIONS, Others, Others, Completed. 200
1. JOURNAL OF PHYSICS A , [ 2017 : 2 ] . 10
2. MODERN PHYSICS LETTERS B , [ 2014 : 2 ] [ 2015 : 4 ] [ 2016 : 2 ] . 40
3. PHYSICA A , [ 2007 : 1 ] [ 2008 : 1 ] [ 2010 : 2 ] [ 2011 : 5 ] [ 2014 : 5 ] [ 2015 : 3 ] . 85
4. PHYSICS LETTERS A , [ 2012 : 1 ] [ 2017 : 1 ] . 10
Term | C.Code | Course | Faculty/College/Institute | Department/Program | T-A-C |
Fall | FZK101 | Physics I | Faculty of Arts and Science | Physics | 4-2-5 |
Fall | FZK303 | Classical Mechanics I | Faculty of Arts and Science | Physics | 2-2-3 |
Fall | FIZ415 | Graduation Project I | Faculty of Arts and Science | Physics | 0-2-1 |
Fall | MMF 355 | Physics of Music I | State Conservatory | Piano | 2-0-2 |
Fall | MMF255 | Physics of Music I | State Conservatory | String Instruments | 2-0-2 |
Fall | FİZ 802 | Special Topics In Physics | Institute of Science | Department of Physics | 4-0-0 |
Fall | FİZ 521 | Quantum Mechanics I | Institute of Science | Department of Physics | 2-2-3 |
Fall | SEM YL | Seminar | Institute of Science | Institute of Science | 0-0-0 |
Term | C.Code | Course | Faculty/College/Institute | Department/Program | T-A-C |
Spring | FZK304 | Classical Mechanics | Faculty of Arts and Science | Physics | 2-2-3 |
Spring | FZK204 | Wave and Vibrations | Faculty of Arts and Science | Physics | 2-2-3 |
Spring | FIZ416 | Graduation Project II | Faculty of Arts and Science | Physics | 0-2-1 |
Spring | RTS 244 | Audio Acustic | Faculty of Communication | Radio, Television and Cinema | 2-0-2 |
Spring | FİZ 801 | Speciphysicsal Topics In | Institute of Science | Department of Physics | 4-0-0 |
Fall | FIZ415 | Graduation Project I | Faculty of Arts and Science | Physics | 0-2-1 |
Fall | FZK303 | Classical Mechanics I | Faculty of Arts and Science | Physics | 2-2-3 |
Fall | MMF 355 | Physics of Music I | State Conservatory | String Instruments | 2-0-2 |
Fall | FİZ 521 | Quantum Mechanics I | Institute of Science | Department of Physics | 2-2-3 |
Fall | FİZ 521 | Quantum Mechanics I | Institute of Science | Department of Physics | 2-2-3 |
Term | C.Code | Course | Faculty/College/Institute | Department/Program | T-A-C |
Spring | FZK304 | Classical Mechanics | Faculty of Arts and Science | Physics | 2-2-3 |
Spring | FİZ 521 | Quantum Mechanics I | Institute of Science | Department of Physics | 2-2-3 |
Fall | FZK303 | Classical Mechanics I | Faculty of Arts and Science | Physics | 2-2-3 |
Fall | FİZ 521 | Quantum Mechanics I | Institute of Science | Department of Physics | 2-2-3 |