Özgür AFŞAR
Fen Fakültesi, Fizik Bölümü, Matematiksel Fizik Anabilim Dalı
Araştırma alanları: Temel Bilimler, Fizik, Disiplinlerarası Fizik ve İlgili Bilim ve Teknoloji Alanları, Genel Fizik, İstatistik Fizik, Termodinamik ve Nonlineer Dinamik Sistemler, Biyolojik ve Tıbbi Fizik, Bilgisayar Bilimleri, Gazlar, Plazmalar ve Elektriksel Boşalmalar Fiziği, Matematik, Yoğun Madde 1:yapısal, Mekanik ve Termal Özellikler
Yayınlar
- Exploring complexity of a Frenkel-Kontorova-Type atomic chain (2025)
- Aday Kişisel Değerlendirme Raporu (2024)
- Energy distributions of Frenkel-Kontorova-type atomic chains: Transition from conservative to dissipative dynamics (2024)
- Necessary Condition of Self-Organisation in Nonextensive Open Systems (2023)
- Getting Information From Human-Based Signals (2019)
- Fizyolojik Zaman Serilerinin Karmaşıklık Analizi (2018)
- Determination of Disease Stages from Human Gait for a Neurological Disease (2018)
- On the Renormalized Entropy-based Complexity Analysis by BIST100 Data (2018)
- A comparison of Shannon, Kullback–Leibler and renormalized entropies within successive bifurcations (2018)
- Recurrence Quantification Analysis at work: Quasi-periodicity based interpretation of gait force profiles for patients with Parkinson disease (2018)
- Recurrence Quantification Analysis on Gait Reaction Forces of Elderly Adults for Determination of Pathological States (2018)
- Generalized Pesin-Like Identity and Scaling Relations at the Chaos Threshold of the Rossler System (2018)
- Entropy-based complexity measures for gait data of patients with Parkinson's disease (2016)
- Rössler Salınıcısının Kaos Geçiş Eşiği Civarında Ölçeklenme Davranışları (2016)
- Probability distributions and scaling relations for low dimensional dynamical systems in the vicinity of chaos (2016)
- Düşük-Boyutlu Dinamik Sistemlerin Kaos Geçiş Eşiği Civarında Davranışları ve Bunların Sağlamlık Analizi (2015)
- Scaling behaviour for recurrence-based measures at the edge of chaos (2015)
- Scaling relations from recurrence quantifications analysis for the Logistic map at the edge of chaos: Connection with universal Huberman Rudnick scaling law (2015)
- Limit behaviour and scaling relations of two kinds of noisy logistic map in the vicinity of chaos threshold and their robustness (2015)
- Relationships and scaling laws among correlation, fractality, Lyapunov divergence and q-Gaussian distributions (2014)
- Generalized Huberman-Rudnick scaling law and robustness of q-Gaussian probability distributions (2013)
- Renormalized entropy for one dimensional discrete maps: periodic and quasi-periodic route to chaos and their robustness (2013)
- Stokastik İkinci Yasa ve Uygulamaları (2013)
- Denge Dışı Sistemlerde Karmaşıklık Ölçümü: Renormalize Entropi Yöntemi (2012)
- Probability densities for the sums of iterates of the sine-circle map in the vicinity of the quasiperiodic edge of chaos (2010)
- Probability Densities for the Sums of Iterates of the Sine-Circle Map in the Vicinity of the Quasi-Periodic Edge of Chaos (2010)
- Probability densities for the sums of iterates of the sine-circle map in the vicinity of the quasiperiodic edge of chaos (2010)
- Generalized cluster variation theory for the isotropic-nematic phase transition (2006)
- Application for Tsallis thermostatistics to half-width method used in thermoluminescence glow peaks in analysis of thermal desorption spectra (2005)
- Free Energies and Specific Heats of the Nematics within Nonextensive Thermostatistics (2005)
- İzotropik-Nematik Faz Geçişi İçin Genelleştirilmiş Cluster Varyasyon Teorisi (2004)
- Recurrence Quantification Analysis at work: Quasi-periodicity based interpretation of gait force profiles for patients with Parkinson disease
- Relationships and scaling laws among correlation, fractality, Lyapunov divergence and q-Gaussian distributions
- Generalized Huberman-Rudnick scaling law and robustness of q-Gaussian probability distributions
- Nörolojik hastalıklarda yürüyüş dinamikleri üzerine bir karmaşıklık analizi