1-) Altan Koç Dilara, Ismael Hajar F., Bulut Hasan, Shah Nehad Ali, Ahmed Shams Forruque, 2024. Boussinesq-Like Equations: A Class of Soliton Solutions Occurs in Coastal and Ocean Engineering. Journal of Mathematics

2-) Kırcı Özlem, Altan Koç Dilara, Bulut Hasan, 2024. Dynamics of the traveling wave solutions of conformable time-fractional ISLW and DJKM equations via a new expansion method. Optical and Quantum Electronics

3-) Altan Koç Dilara, Kılbitmez Sümeyye, Bulut Hasan, 2024. The new complex travelling wave solutions of the simplified modified camassa holm equation. Optical and Quantum Electronics

4-) Altan Koç Dilara, Pandır Yusuf, Bulut Hasan, 2024. A new study on fractional Schamel Korteweg–De Vries equation and modified Liouville equation. Chinese Journal of Physics

5-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2023. A numerical algorithm for solving one-dimensional parabolicconvection-diffusion equation. JOURNAL OF TAIBAH UNIVERSITY FOR SCIENCE

6-) Koçak, Z.F., Bulut, H., Altan Koç, D., Başkonuş, H.M., 2016. Prototype traveling wave solutions of new coupled Konno-Oono equation. Optik - International Journal for Light and Electron Optics

7-) Başkonuş, H.M., Altan Koç, D., Bulut, H., 2016. Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation. Optik-International Journal for Light and Electron Optics

1-) Altan Koç Dilara, Gasımov Yusif S., Bulut Hasan, 2024. A STUDY ON THE INVESTIGATION OF THE TRAVELING WAVE SOLUTIONS OF THE MATHEMATICAL MODELS IN PHYSICS VIA (m + (1/G'))-EXPANSION METHOD. Advanced Mathematical Models &Applications

2-) Altan Koç Dilara, 2023. A numerical scheme for time-fractional fourth-order reaction-diffusion model. Journal of Applied Mathematics and Computational Mechanics

3-) Altan Koç Dilara, Gülsu Mustafa, 2021. A new numerical scheme for solving the two dimensional fractional diffusion equation. Journal of Applied Mathematics and Computational Mechanics

4-) Başkonuş Hacı Mehmet, Altan Koç Dilara, Gülsu Mustafa, Bulut Hasan, 2017. New wave simulations to the (3+1)-dimensional modified Kdv-Zakharov-Kuznetsov equation. AIP Conference Proceedings

1-) Başkonuş, H.M., Altan Koç, D., Bulut, H., 2016. New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity. Nonlinear Science Letters

1-) Altan Koç Dilara, Gülsu Mustafa, 2017. Numerical approach for solving time fractional diffusion equation. An International Journal of Optimization and Control: Theories Applications (IJOCTA)

1-) Altan Koç Dilara, Biçer Şarlak Gül Gözde, Öztürk Yalçın, Gülsu Mustafa, 2022. A Finite Difference Method to Solve the Linear Lane-Emden Equations. 5th International Conference on Mathematical Advances and Applications

1-) Öztürk Yalçın, Biçer Şarlak Gül Gözde, Anapalı Ayşe, Altan Koç Dilara, Gülsu Mustafa, 2018. A NUMERICAL SOLUTION METHOD FOR A CLASS OF SYSTEM OF DELAY DIFFERENTIAL EQUATIONS. 5th International Congress on Fundamental and Applied Sciences 2018 (ICFAS2018)

2-) Biçer Şarlak Gül Gözde, Altan Koç Dilara, Anapalı Ayşe, Öztürk Yalçın, Gülsu Mustafa, 2018. A NUMERICAL APPROACH FOR FRACTIONAL EQUATIONS. 5th International Congress on Fundamental and Applied Sciences 2018 (ICFAS2018)

3-) Altan Koç Dilara, Öztürk Yalçın, Anapalı Ayşe, Biçer Şarlak Gül Gözde, Gülsu Mustafa, 2018. ON NUMERICAL SOLUTIONS FOR TIMEFRACTIONAL PARTIAL DIFFERENTIAL EQUATION. 3th International Conference Computational Mathematics and Engineering Sciences 2018

4-) Anapalı Ayşe, Altan Koç Dilara, Biçer Gül Gözde, Öztürk Yalçın, Gülsu Mustafa, 2017. Numerical Method for Solving Time Fractional Partial Differential Equation. 4th International Conference on Computer and Experimental Science and Engineering

5-) Anapalı Ayşe, Biçer Gül Gözde, Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2017. Solving Abel s integral equations using generalized Taylor series. 4th International Conference on Computer and Experimental Science and Engineering

6-) Öztürk Yalçın, Anapalı Ayşe, Biçer Gül Gözde, Altan Koç Dilara, Gülsu Mustafa, 2017. Numerical solution of nonlinear Volterra-Fredholm integro Differential equations via shiftef Chebyshev collocation method. 4th International Conference on Computer and Experimental Science and Engineering

7-) Öztürk Yalçın, Anapalı Ayşe, Biçer Gül Gözde, Altan Koç Dilara, Gülsu Mustafa, 2017. Chebyshev series solution of system of multi-pantograph delay differential equations using collocation method. 4th International Conference on Computer and Experimental Science and Engineering

8-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2021. A Chebyshev Collocation Method For Solving Nonlinear Blasius Equations. 4th International E-Conference on Mathematical Advances and Applications, May 26-29, 2021

9-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2021. An Efficient Numerical Method For Solving Parabolic Partial Differential Equation. 4th International E-Conference on Mathematical Advances and Applications, May 26-29, 2021

10-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2020. A Finite Difference Method to Solve a Special Type of Second Order Differential Equations. 3rd International E-Conference on Mathematical Advances and Applications

11-) Başkonuş Hacı Mehmet, Altan Koç Dilara, Gülsu Mustafa, Bulut Hasan, 2016. New wave simulations to the (3-1)-dimensional modified Kdv-Zakharov-Kuznetsov equation.. 14th INTERNATIONALCONFERENCE OFNUMERICAL ANALYSISAND APPLIEDMATHEMATICS 2016(ICNAAM 2016)

1-) Öztürk Yalçın, Biçer Şarlak Gül Gözde, Anapalı Ayşe, Altan Koç Dilara, Gülsu Mustafa, 2018. A NUMERICAL SOLUTION METHOD FOR A CLASS OF SYSTEM OF DELAY DIFFERENTIAL EQUATIONS. 5th International Congress on Fundamental and Applied Sciences 2018 (ICFAS2018)

2-) Biçer Şarlak Gül Gözde, Altan Koç Dilara, Anapalı Ayşe, Öztürk Yalçın, Gülsu Mustafa, 2018. A NUMERICAL APPROACH FOR FRACTIONAL EQUATIONS. 5th International Congress on Fundamental and Applied Sciences 2018 (ICFAS2018)

3-) Altan Koç Dilara, Öztürk Yalçın, Anapalı Ayşe, Biçer Şarlak Gül Gözde, Gülsu Mustafa, 2018. ON NUMERICAL SOLUTIONS FOR TIMEFRACTIONAL PARTIAL DIFFERENTIAL EQUATION. 3th International Conference Computational Mathematics and Engineering Sciences 2018

4-) Anapalı Ayşe, Altan Koç Dilara, Biçer Gül Gözde, Öztürk Yalçın, Gülsu Mustafa, 2017. Numerical Method for Solving Time Fractional Partial Differential Equation. 4th International Conference on Computer and Experimental Science and Engineering

5-) Anapalı Ayşe, Biçer Gül Gözde, Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2017. Solving Abel s integral equations using generalized Taylor series. 4th International Conference on Computer and Experimental Science and Engineering

6-) Öztürk Yalçın, Anapalı Ayşe, Biçer Gül Gözde, Altan Koç Dilara, Gülsu Mustafa, 2017. Numerical solution of nonlinear Volterra-Fredholm integro Differential equations via shiftef Chebyshev collocation method. 4th International Conference on Computer and Experimental Science and Engineering

7-) Öztürk Yalçın, Anapalı Ayşe, Biçer Gül Gözde, Altan Koç Dilara, Gülsu Mustafa, 2017. Chebyshev series solution of system of multi-pantograph delay differential equations using collocation method. 4th International Conference on Computer and Experimental Science and Engineering

8-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2021. A Chebyshev Collocation Method For Solving Nonlinear Blasius Equations. 4th International E-Conference on Mathematical Advances and Applications, May 26-29, 2021

9-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2021. An Efficient Numerical Method For Solving Parabolic Partial Differential Equation. 4th International E-Conference on Mathematical Advances and Applications, May 26-29, 2021

10-) Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2020. A Finite Difference Method to Solve a Special Type of Second Order Differential Equations. 3rd International E-Conference on Mathematical Advances and Applications

11-) Başkonuş Hacı Mehmet, Altan Koç Dilara, Gülsu Mustafa, Bulut Hasan, 2016. New wave simulations to the (3-1)-dimensional modified Kdv-Zakharov-Kuznetsov equation.. 14th INTERNATIONALCONFERENCE OFNUMERICAL ANALYSISAND APPLIEDMATHEMATICS 2016(ICNAAM 2016)

1-) Altan Koç Dilara, 2024. APPROXIMATING CHROMATIC POLYNOMIALS OF 4 DIMENSIONAL LATTICES USING FIBONACCI AND LUCAS NUMBER SERIES. 3. BİLSEL INTERNATIONAL AHLAT SCIENTIFIC RESEARCHES CONGRESS” 08-09 JUNE 2024, BİTLİS/TÜRKİYE

2-) Altan Koç Dilara, 2024. STATISTICAL CONTINUITY AND KOROVKIN-TYPE APPROXIMATION OF CLOSENESS CENTRALITY IN WEIGHTED NETWORKS ON GRAND LEBESGUE SPACES. 3. BİLSEL INTERNATIONAL AHLAT SCIENTIFIC RESEARCHES CONGRESS” 08-09 JUNE 2024, BİTLİS/TÜRKİYE

3-) Altan Koç Dilara, Pandır Yusuf, Bulut Hasan, 2024. A NEW GENERALIZED METHOD FOR THE FRACTIONAL NONLINEAR EQUATION. 8 th International Conference on Computational Mathematics and Engineering Sciences, (CMES-2024)

4-) Kırcı Özlem, Altan Koç Dilara, Bulut Hasan, 2023. A study on the exact wave solutions of ISLWs and DJKM equations through (m+1/G^' )-expansion method with conformable derivative. TURK COSE-2023: V.Uluslararası Türk Dünyası Fen Bilimleri ve Mühendislik Kongresi

5-) Altan Koç Dilara, Gasimov Yusif S., Bulut Hasan, 2023. ANALYSIS OF THE TRAVELLING WAVE SOLUTIONS OF BURGERS-FISHER EQUATION. The 7th International Conference on Computational Mathematics and Engineering Sciences / 20-21 May. 2023, Elazığ – Türkiye

6-) Altan Koç Dilara, Osman Mohamed S., Bulut Hasan, 2023. A VARIETY OF ANALYTICAL SOLUTIONS FOR VARIOUS CATEGORIES OF NPDES IN OPTICAL FIBERS AND THEIR APPLICATIONS. The 7th International Conference on Computational Mathematics and Engineering Sciences / 20-21 May. 2023, Elazığ – Türkiye

7-) Altan Koç Dilara, Kılbitmez Sümeyye, Bulut Hasan, 2023. The New Complex Travelling Wave Solutions of the Simplified Modified Camassa Holm Equation . International Congress On Finance, Economy And Sustainable Policies (ICOFESP)

8-) Biçer Şarlak Gül Gözde, Altan Koç Dilara, Öztürk Yalçın, Gülsu Mustafa, 2022. A Numerical Method for Fractional Fredholm Integro Differential Equation. 5th International Conference on Mathematical Advances and Applications

9-) Altan Koç Dilara, Ismael Hajar F., Bulut Hasan, 2022. A class of solutions for the Boussinesq-like equations including Spatio-temporal dispersion. 6 th INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES, 20-22 May 2022, Ordu, Turkey

10-) Öztürk Yalçın, Altan Koç Dilara, Gülsu Mustafa, 2021. A CHEBYSHEV COLLOCATION MATRIX METHOD FOR SOLVING BRATU-TYPE EQUATIONS. 5th International Conference on Computational Mathematics and Engineering Sciences / 08-10 June. 2021

11-) Altan Koç Dilara, Gülsu Mustafa, 2019. Numerical Solutions of Time Fractional Partial Differential Equation. CMES-2019

12-) Altan Koç Dilara, Öztürk Yalçın, Biçer Şarlak Gül Gözde, Anapalı Ayşe, Gülsu Mustafa, 2018. A NUMERICAL METHOD FOR SOLVING TIME FRACTIONAL DIFFUSION EQUATION. 3th International Conference Computational Mathematics and Engineering Sciences 2018

13-) Altan Koç Dilara, Gülsu Mustafa, 2017. Numerical Approach for Solving Time Fractional Diffusion Equation. International Conference on Computational Mathematics and Engineering Sciences

14-) Başkonuş, H.M., Altan Koç, D., Bulut, H., 2016. New Dark Soliton Structures to the Newell-Whitehead Equation. International Conference on Mathematics and Mathematics Education

15-) Altan Koç, D., Başkonuş, H.M., Bulut, H., 2016. Dark and New Traveling Wave Solutions to the Nonlinear Evolution Equation. 1st International Symposium on Computational Mathematics & Engineering Sciences

16-) Koçak, Z.F., Bulut, H., Başkonuş, H.M., Altan Koç, D., 2016. Prototype Traveling Wave Solutions of New Coupled Konno-Oono Equation. 1st International Symposium on Computational Mathematics & Engineering Sciences

17-) Koçak Zeynep Fidan, Altan Koç Dilara, 2015. Application of homotopy perturbation Sumudu transform method to linear and nonlinear Schrödinger equations. International Conference of Numerical Analysis and Applied Mathematics, Rodos, Yunanistan

1-) Altan Koç, D., Koçak, Z.F., 2015. Kısmi Diferansiyel Denklemlerin Homotopi Pertürbasyon Sumudu Dönüşüm Yöntemi ile Çözümü. I. Fen Bilimleri Araştırma Sempozyumu

2-) Balcı, M.A., Akgüller, Ö., Altan, D., 2014. Estimating the Geodesic Path via Distance in Graphs. Bilecik Şeyh Edebali Üniversitesi, XII. Geometri Sempozyumu

1-) Journal of Ocean Engineering and Science. 2017. Hakemlik Sayısı: 1

2-) Journal of modern optics. 2017. Hakemlik Sayısı: 1

3-) Scientia Iranica. 2016. Hakemlik Sayısı: 1

1-) International Journal of Mathematics and Computer in Engineering. 2023. Hakemlik Sayısı: 1

1-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2023 Atıf Sayısı: 1

2-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2022 Atıf Sayısı: 1

3-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2022 Atıf Sayısı: 1

4-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2020 Atıf Sayısı: 3

5-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2019 Atıf Sayısı: 1

6-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2018 Atıf Sayısı: 1

7-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2016 Atıf Sayısı: 3

8-) Prototype Traveling Wave Solutions of New Coupled Konno-Oono Equation - Atıf Yılı: 2016 Atıf Sayısı: 1

9-) Dark and New Traveling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2016 Atıf Sayısı: 1

10-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2016 Atıf Sayısı: 1

1-) Dynamics of the traveling wave solutions of conformable time-fractional ISLW and DJKM equations via a new expansion method - Atıf Yılı: 2024 Atıf Sayısı: 4

2-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2024 Atıf Sayısı: 3

3-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2024 Atıf Sayısı: 1

4-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2023 Atıf Sayısı: 6

5-) A numerical algorithm for solving one-dimensional parabolicconvection-diffusion equation - Atıf Yılı: 2023 Atıf Sayısı: 1

6-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2021 Atıf Sayısı: 9

7-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2021 Atıf Sayısı: 1

8-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2021 Atıf Sayısı: 2

9-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2020 Atıf Sayısı: 6

10-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2020 Atıf Sayısı: 3

11-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2019 Atıf Sayısı: 1

12-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2018 Atıf Sayısı: 1

13-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2018 Atıf Sayısı: 4

14-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2017 Atıf Sayısı: 2

15-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2017 Atıf Sayısı: 12

16-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2017 Atıf Sayısı: 2

17-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: -1 Atıf Sayısı: 1

1-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2021 Atıf Sayısı: 3

2-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2021 Atıf Sayısı: 1

3-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2020 Atıf Sayısı: 1

4-) New wave simulations to the (3+1)-dimensional modified Kdv-Zakharov-Kuznetsov equation - Atıf Yılı: 2019 Atıf Sayısı: 1

5-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2019 Atıf Sayısı: 1

6-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2018 Atıf Sayısı: 2

7-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2018 Atıf Sayısı: 2

8-) New wave simulations to the (3+1)-dimensional modified Kdv-Zakharov-Kuznetsov equation - Atıf Yılı: 2018 Atıf Sayısı: 1

9-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2017 Atıf Sayısı: 1

10-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: 2017 Atıf Sayısı: 1

1-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2021 Atıf Sayısı: 1

2-) New Travelling Wave Prototypes to the Nonlinear Zakharov-Kuznetsov Equation with Power Law Nonlinearity - Atıf Yılı: 2020 Atıf Sayısı: 1

3-) New wave simulations to the (3+1)-dimensional modified Kdv-Zakharov-Kuznetsov equation - Atıf Yılı: 2019 Atıf Sayısı: 2

4-) New wave simulations to the (3+1)-dimensional modified Kdv-Zakharov-Kuznetsov equation - Atıf Yılı: 2018 Atıf Sayısı: 4

1-) Prototype traveling wave solutions of new coupled Konno-Oono equation - Atıf Yılı: 2021 Atıf Sayısı: 1

2-) Dark and New Travelling Wave Solutions to the Nonlinear Evolution Equation - Atıf Yılı: -1 Atıf Sayısı: 1

1-) Proje Durum: Tamamlandı. Projedeki Görev: Danışman. Konu: Lojistik Regresyon Modeli ile Kalp Yetmezliğine Bağlı Mortalite Tahmini. Proje Türü: TÜBİTAK PROJESİ. 2209-A Üniversite Öğrencileri Araştırma Projeleri Destekleme Programı. 2023-2024

2-) Proje Durum: Tamamlandı. Projedeki Görev: Danışman. Konu: . Proje Türü: TÜBİTAK PROJESİ. Covid-19 Vaka Sayılarının Global ve Yerel Ölçekte Kolektif Davranış Analizi. 2022-2023

1-) Summer School of the Atlantic Association for Research in the Mathematical Sciences (AARMS). Temmuz. Kanada. 2012

1-) FEDEK KOMİSYONU. 2024

2-) AKTS BÖLÜM KOORDİNATÖRLÜĞÜ. 2024

3-) FEDEK KOMİSYONU. 2023

4-) FEDEK KOMİSYONU. 2023