Preprints:

• J. Evans, D. Morris, H. Yoldaş, On a class of nonlinear BGK-type kinetic equations with density dependent collision rates, arXiv:2503.14225 (2025).

Publications:

• S. Merino-Aceituno, S. Plunder, C. Wytrzens, H. Yoldaş, Macroscopic effects of an anisotropic Gaussian-type repulsive potential: nematic alignment and spatial effects, Mathematical Models and Methods in Applied Sciences, 35(10): 2129-2179 (2025). arXiv:2410.06740

• J. Evans, H. Yoldaş, Trend to equilibrium for run and tumble equations with non-uniform tumbling kernels, Acta Applicandae Mathematicae, 191(6) (2024). arXiv:2307.03469  

• J. Evans, H. Yoldaş, On the asymptotic behaviour of a run and tumble equation for bacterial chemotaxis, SIAM Journal on Mathematical Analysis, 55(6): 7635-7664 (2023). arXiv:2103.16524 

• H. Yoldaş, On quantitative hypocoercivity estimates based on Harris-type theorems, Journal of Mathematical Physics, 64(3): 031101 (2023). arXiv:2203.00096 

• V. Calvez, H. Hivert, H. Yoldaş, Concentration in Lotka-Volterra parabolic equations: an asymptotic-preserving scheme, Numerische Mathematik, 154:103-153 (2023). arXiv:2204.04146 

• R. Ducasse, F. Santambrogio, H. Yoldaş, A cross-diffusion system obtained via (convex) relaxation in the JKO scheme, Calculus of Variations and Partial Differential Equations, 62(1):29 (2023). arXiv:2111.13764 

• A. B. T. Barbaro, N. Rodriguez, H. Yoldaş, N. Zamponi, Analysis of a cross-diffusion model for rival gangs interaction in a city, Communications in Mathematical Sciences, 19(8): 2139-2175 (2021). arXiv:2009.04189 

• J. A. Cañizo, P. Gabriel, H. Yoldaş, Spectral gap for the growth-fragmentation equation via Harris's Theorem, SIAM Journal on Mathematical Analysis, 53(5): 5185-5214 (2021). arXiv:2004.08343  

• J. A. Cañizo, C. Cao, J. Evans, H. Yoldaş, Hypocoercivity of linear kinetic equations via Harris's Theorem, Kinetic & Related Models, 13(1): 97-128 (2020). arXiv:1902.10588

• J. A. Cañizo, H. Yoldaş, Asymptotic behaviour of neuron population models structured by elapsed-time, Nonlinearity, 32(2): 464–495 (2019). arXiv:1803.07062

Others (codes & simulations):

• V. Calvez, H. Hivert, H. Yoldaş, Concentration in Lotka-Volterra parabolic equations: codes of the asymptotic-preserving scheme, 2022.

• S. Merino-Aceituno, S. Plunder, C. Wrytzens, H. Yoldaş, Macroscopic effects of an anisotropic Gaussian-type repulsive potential: nematic alignment and spatial effects, 2024.

Theses:

• H. Yoldaş, Asymptotic behaviour of some non-local equations in mathematical biology and kinetic theory, Ph.D. Thesis, University of Granada, ISBN:9788411170772, 2019. 

• H. Yoldaş, A study of non-local Hughes’s model for pedestrian flow, M.Sc. Thesis, University of L'Aquila, 2015.

• H. Yoldaş, The Hahn-Banach Theorem and its main applications, B.Sc. Thesis, Boğaziçi University, 2013.

Co-authors: (in alphabetical order)

• Sara Merino-Aceituno (University of Vienna, Austria)

• Alethea B. T. Barbaro (TU Delft, The Netherlands)

• Vincent Calvez (CNRS, Université de Bretagne Occidentale, France)

• José A. Cañizo (University of Granada, Spain)

• Chuqi Cao (Hong Kong Polytechnic University, China) 

• Romain Ducasse (Université Paris Cité, France)

• Josephine Evans (University of Warwick, UK)

• Pierre Gabriel (Université de Tours, France)

• Hélène Hivert (Université de Rennes, France)

• Daniel Morris (TU Delft, The Netherlands)

• Steffen Plunder (Kyoto University, Japan)

• Nancy Rodriguez (University of Colorado Boulder, USA)

• Filippo Santambrogio (Université Claude Bernard Lyon 1, France)

• Claudia Wrytzens (University of Vienna, Austria)

• Nicola Zamponi (Universität Ulm, Germany)