Prof. Dr. AYŞE FEZA GÜVENİLİR

Yayın Ağı

Makaleler 12

1. NEW FRACTIONAL ORDER DISCRETE GRUSS TYPE INEQUALITY

ASLIYÜCE S., GÜVENİLİR A. F.

MATHEMATICA SLOVACA , cilt.71, sa.1, ss.33-42, 2021 (SCI-Expanded)

2. CHEBYSHEV TYPE INEQUALITIES WITH FRACTIONAL DELTA AND NABLA H-SUM OPERATORS

ASLIYÜCE S., GÜVENİLİR A. F.

COMMUNICATIONS FACULTY OF SCIENCES UNIVERSITY OF ANKARA-SERIES A1 MATHEMATICS AND STATISTICS , cilt.70, sa.1, ss.357-365, 2021 (ESCI)

3. Fractional Jensen’s inequality

ASLIYÜCE S., GÜVENİLİR A. F.

Palestine Journal of Mathematics , cilt.7, sa.2, ss.554-558, 2018 (Scopus)

4. Oscillation criteria for a certain class of fractional order integro-differential equations

ASLIYÜCE S., GÜVENİLİR A. F., Zafer A.

HACETTEPE JOURNAL OF MATHEMATICS AND STATISTICS , cilt.46, sa.2, ss.199-207, 2017 (SCI-Expanded, Scopus, TRDizin)

5. Necessary and sufficient condition for existence of periodic solutions of predator-prey dynamic systems with Beddington-DeAngelis-type functional response

PELEN N. N., GÜVENİLİR A. F., Kaymakcalan B.

ADVANCES IN DIFFERENCE EQUATIONS , cilt.2016, ss.1-19, 2016 (SCI-Expanded, Scopus)

6. Behavior of the Solutions for Predator-Prey Dynamic Systems with Beddington-DeAngelis Type Functional Response on Periodic Time Scales in Shifts

Pelen N. N., GÜVENİLİR A. F., Kaymakçalan B.

Abstract and Applied Analysis , cilt.2016, 2016 (SCI-Expanded)

7. Constantin's inequality for nabla and diamond-alpha derivative

GÜVENİLİR A. F., Kaymakcalan B., Pelen N. N.

JOURNAL OF INEQUALITIES AND APPLICATIONS , cilt.2015, 2015 (SCI-Expanded, Scopus)

8. Discrete Gruss type inequality on fractional calculus

Akin E., Asliyuce S., GÜVENİLİR A. F., Kaymakcalan B.

JOURNAL OF INEQUALITIES AND APPLICATIONS , cilt.2015, 2015 (SCI-Expanded, Scopus)

9. Impulsive Predator Prey Dynamic Systems with Beddington DeAngelis Type Functional Response on the Unification of Discrete and Continuous Systems

GÜVENİLİR A. F., KAYMAKÇALAN B., PELEN N. N.

Applied Mathematics , cilt.6, ss.1649-1664, 2015 (SCI-Expanded)

10. Nabla discrete fractional Gruss type inequality

GÜVENİLİR A. F., Kaymakcalan B., Peterson A. C., TAŞ K.

JOURNAL OF INEQUALITIES AND APPLICATIONS , cilt.2014, 2014 (SCI-Expanded, Scopus)

11. Mixed nonlinear oscillation of second order forced dynamic equations

GÜVENİLİR A. F., ŞAHİNER Y., Zafer A.

Dynamic Systems and Applications , cilt.19, sa.3-4, ss.635-650, 2010 (SCI-Expanded)

12. Interval oscillation of second-order functional differential equations with oscillatory potentials

GÜVENİLİR A. F.

Nonlinear Analysis, Theory, Methods and Applications , cilt.71, sa.12, 2009 (SCI-Expanded)

Hakemli Bilimsel Toplantılarda Yayımlanmış Bildiriler 8

1. Inequalities with Fractional Operators

ASLIYÜCE S., GÜVENİLİR A. F.

International Conference on Mathematics and Mathematics Education, Şanlıurfa, Türkiye, 11 - 13 Mayıs 2017, (Özet Bildiri)

2. Chebyshev’s Inequality with Fractional Summation Operator

ASLIYÜCE S., GÜVENİLİR A. F.

International Workshop on Mathematical Methods in Engineering, Ankara, Türkiye, 27 - 29 Nisan 2017, (Özet Bildiri)

3. Oscillation results for a class of nonlinear fractional order equations

ASLIYÜCE S., GÜVENİLİR A. F., Zafer A.

International Conference on Fractional Differentiation and its Applications, Novi-Sad, Sırbistan, 18 Temmuz 2016 - 20 Ocak 2017, (Özet Bildiri)

4. Grüss Inequality on Discrete Fractional Calculus with delta operator

ASLIYÜCE S., GÜVENİLİR A. F.

International Conference onPure and Applied MathematicsICPAM 2015, 25 - 28 Ağustos 2015, (Özet Bildiri)

5. Some Results on Predator Prey Dynamic Systems with Beddington DeAngelis Type Functional Response

GÜVENİLİR A. F., KAYMAKÇALAN B., PELEN N. N.

International Conference on Pure and Applied MathematicsICPAM 2015, 25 - 28 Ağustos 2015, (Özet Bildiri)

6. Ayrık Kesirli Analizde Grüss Tipi Eşitsizlik

GÜVENİLİR A. F.

II. Kadın Matematikçiler Derneği Çalıştayı, Türkiye, 1 - 03 Mayıs 2015, (Tam Metin Bildiri)

7. nabla discrete fractional grüss type inequality

GÜVENİLİR A. F., PETERSON A. C., TAŞ K., KAYMAKÇALAN B.

IECMSA-2014 3rd International Eurasian Conference on Mathematical Sciences and Applications, 25 - 28 Ağustos 2014

8. On oscillation theory in fractional calculus

GÜVENİLİR A. F.

Progress on difference equations, 21 - 24 Mayıs 2014

Bilirkişi Raporları 1

1. A mathematical model for the management of arenewable resource by the population and Modified Effort Function

GÜVENİLİR A. F.

2017

Metrikler

Prof. Dr. AYŞE FEZA GÜVENİLİR

Yayınlar & Eserler

1. NEW FRACTIONAL ORDER DISCRETE GRUSS TYPE INEQUALITY

2. CHEBYSHEV TYPE INEQUALITIES WITH FRACTIONAL DELTA AND NABLA H-SUM OPERATORS

3. Fractional Jensen’s inequality

4. Oscillation criteria for a certain class of fractional order integro-differential equations

5. Necessary and sufficient condition for existence of periodic solutions of predator-prey dynamic systems with Beddington-DeAngelis-type functional response

6. Behavior of the Solutions for Predator-Prey Dynamic Systems with Beddington-DeAngelis Type Functional Response on Periodic Time Scales in Shifts

7. Constantin's inequality for nabla and diamond-alpha derivative

8. Discrete Gruss type inequality on fractional calculus

9. Impulsive Predator Prey Dynamic Systems with Beddington DeAngelis Type Functional Response on the Unification of Discrete and Continuous Systems

10. Nabla discrete fractional Gruss type inequality

11. Mixed nonlinear oscillation of second order forced dynamic equations

12. Interval oscillation of second-order functional differential equations with oscillatory potentials

1. Inequalities with Fractional Operators

2. Chebyshev’s Inequality with Fractional Summation Operator

3. Oscillation results for a class of nonlinear fractional order equations

4. Grüss Inequality on Discrete Fractional Calculus with delta operator

5. Some Results on Predator Prey Dynamic Systems with Beddington DeAngelis Type Functional Response

6. Ayrık Kesirli Analizde Grüss Tipi Eşitsizlik

7. nabla discrete fractional grüss type inequality

8. On oscillation theory in fractional calculus

1. A mathematical model for the management of arenewable resource by the population and Modified Effort Function

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Yayın (Scopus)

Atıf (WoS)

H-İndeks (WoS)

Atıf (Scopus)

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