Hüseyin ŞİRİN

Fen Fakültesi, Fizik Bölümü, Matematiksel Fizik Anabilim Dalı

Research areas: Physics, Natural Sciences, General Physics, Interdisciplinary Physics and Related Science and Technology Areas, Other, Differential Equations, Mathematical Methods in Physics, Nuclear physics, Nuclear Structure, Basic Particles and Areas

Publications

• Investigation of Bose–Einstein Condensation Dynamics by Homotopy Perturbation and Bernoulli Sub‐Equation Function Methods (2026)
• A generalization of cell survival models via fractional approach (2025)
• A fractional approach to cluster radioactivity (2024)
• Quantization of nonlocal fields via fractional calculus (2022)
• Experimental and fractional analysis of half-value thicknesses of polyethylene absorber (2020)
• Nonlocal Phenomena in Quantum Mechanics with Fractional Calculus (2020)
• Newton’un Soğuma Kanunu: Kesirsel Bir Yaklaşım (2019)
• Graybody radiation phenomena in a fractional manner (2018)
• Analysis of charge variation in fractional order LC electrical circuit (2016)
• Investigation of electrical RC circuit within the framework of fractional calculus (2015)
• Half-lives of spherical proton emitters within the framework of fractional calculus (2014)
• A FRACTIONAL CALCULUS APPROACH TO INVESTIGATE THE ALPHA DECAY PROCESSES (2013)
• FRACTIONAL MATHEMATICAL INVESTIGATION OF BOSE–EINSTEIN CONDENSATION IN DILUTE 87 Rb , 23 Na AND 7 Li ATOMIC GASES (2012)
• A Simple Solution of Radial Schrödinger Equation for Spherically Symmetric Potential Wells with Infinite-Finite Sides and Some Examples (2012)
• The effect of time fractality on the transition coefficients: Historical Stern–Gerlach experiment revisited (2011)
• Time fractional development of quantum systems (2010)
• The influence of fractality on the time evolution of the diffusion process (2010)
• Investigation of the Bose–Einstein condensation based on fractality using fractional mathematics (2010)
• A fractional mathematical approach to the distribution functions of quantum gases: Cosmic Microwave Background Radiation problem is revisited (2009)

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