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E. Can Artun

Observed names: Artun, E. Can, E Can Artun, E. Can Artun, Erbil Can Artun
ORCID: 0000-0002-9624-3124
Observed ORCID: 0000-0002-9624-3124
OpenAlex ID: A5010525852
The Concept of Self-Organized Criticality: The Case Study of the Arab Uprising
2018 · Şuay Nilhan Açıkalın, Erbil Can Artun · Springer proceedings in complexity · 18
Multifractal Spin-Glass Chaos Projection and Interrelation of Multicultural Music and Brain Signals
2022 · E. Can Artun, Ibrahim Keçoğlu, et al. · Chaos Solitons & Fractals · 17
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Complete density calculations of q -state Potts and clock models: Reentrance of interface densities under symmetry breaking
2020 · E. Can Artun, A. Nihat Berker · Physical review. E · 12
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Driven and non-driven surface chaos in spin-glass sponges
2023 · Yiğit Ertaç Pektaş, E. Can Artun, et al. · Chaos Solitons & Fractals · 6
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Nematic phase of the n-component cubic-spin spin glass in d = 3: Liquid-crystal phase in a dirty magnet
2024 · E. Can Artun, Deniz Sarman, et al. · Physica A Statistical Mechanics and its Applications · 4
Spin- s spin-glass phases in the d = 3 Ising model
2021 · E. Can Artun, A. Nihat Berker · Physical review. E · 4
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Nematic Phase of the N-Component Cubic-Spin Spin Glass in D=3: Liquid-Crystal Phase in a Dirty Magnet
2024 · A. Nihat Berker, E. Can Artun, et al. · SSRN Electronic Journal · 2
Ferromagnetic and Spin-Glass Finite-Temperature Order but no Antiferromagnetic Order in the d=1 Ising Model with Long-Range Power-Law Interactions
2025 · Artun, E. Can, Berker, A. Nihat · arXiv (Cornell University) · 1
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Blume–Capel model in d = 1 with long-range interactions: Giant reentrance in the finite-temperature tricritical phase diagrams
2026 · E. Can Artun, A. Nihat Berker · Physica A Statistical Mechanics and its Applications
Magnetization Curves, Critical Exponents, and Hybrid-OrderFinite-Temperature Phase Transition of the d=1 Long-Range Ising Model
2026 · A. Nihat Berker, E. Can Artun · SSRN Electronic Journal
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Multiplicity of algebraic order from fixed lines of potential surfaces: X Y -Ashkin-Teller in spatial dimension d = 2
2025 · E. Can Artun, A. Nihat Berker · Physical review. E
Axial, planar-diagonal, body-diagonal fields on the cubic-spin spin glass in d = 3 : A plethora of ordered phases under finite fields
2024 · E. Can Artun, Deniz Sarman, et al. · Physical review. E
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Nematic Phase of the n-Component Cubic-Spin Spin Glass in d=3: Liquid-Crystal Phase in a Dirty Magnet
2023 · Artun, E. Can, Sarman, Deniz, et al. · arXiv (Cornell University)
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Merged Potts-clock model: Algebraic and conventional multistructured multicritical orderings in two and three dimensions
2023 · E. Can Artun, A. Nihat Berker · Physical review. E
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Metastable Potts droplets
2021 · E. Can Artun, A. Nihat Berker · Physical review. E
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Works count: 16
Citation count: 64
H-index: 4
I10-index: 3
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