Latest Research in Quasicrystal Structures and Properties

190 research papers · 2026 median publication year

Top Research Topics in Quasicrystal Structures and Properties

Highest-Cited Papers

  1. Site Form for Site 8BY01811
  2. EXTRACTED METHOD: compare_angles_to_e8_projection — E8 Intelligence Research
  3. Site 8BY02952 Site Sketch Map
  4. Галло‑Мета‑Теория КТКС‑С: информационная динамика пятимерного балка и вывод SICARV‑12 из принципа максимальной информационной ёмкости (версия 2.2)
  5. Галло‑Мета‑Теория КТКС‑С: информационная динамика пятимерного балка и вывод SICARV‑12 из принципа максимальной информационной ёмкости (версия 2.2)
  6. Фрактальный модуль расширения QTCS‑S: иерархическая структура Sign(K)-слоя и степенной отклик
  7. Comprehensive Verification, Steady-State Analysis and Standardization of Global Application Boundaries for Ternary Unified Mathematical System —The Final Closing Paper No.27 of Yang's Mathematical Trilogy《三元全域统一数理体系综合核验、稳态分析与全域应用边界标准化界定》
  8. Фрактальный модуль расширения QTCS‑S: иерархическая структура Sign(K)-слоя и степенной отклик
  9. Мета-КТКС-С: пятимерный балк и голографический вывод Sign(K)-слоя. Часть II-Г (расширенная мета-версия)
  10. Мета-КТКС-С: пятимерный балк и голографический вывод Sign(K)-слоя. Часть II-Г (расширенная мета-версия)
  11. E8 Phi-Torsion Cascade Amplification Through Nested Sub-Root Resonance Channels — E8 Intelligence Research
  12. E8 Phi-Torsion Cascade Amplification Through Nested Sub-Root Resonance Channels — E8 Intelligence Research
  13. Interpretation of Global State Vectors and Unified Ternary Global Dynamic Equations: The Closing Paper of the Complete Axiomatic Mathematical System of Ternary Steady-State Theory《全域状态向量与三元全域统一方程解译 》
  14. Interpretation of Global State Vectors and Unified Ternary Global Dynamic Equations: The Closing Paper of the Complete Axiomatic Mathematical System of Ternary Steady-State Theory《全域状态向量与三元全域统一方程解译 》
  15. Comprehensive Verification, Steady-State Analysis and Standardization of Global Application Boundaries for Ternary Unified Mathematical System —The Final Closing Paper No.27 of Yang's Mathematical Trilogy《三元全域统一数理体系综合核验、稳态分析与全域应用边界标准化界定》
  16. A Proof of the Forsythe Conjecture for the Two-Step Restarted Conjugate Gradient Method
  17. The Phase Boundary as a Site of a Connectivity Jump: Phase Transitions, Time, Nonlocality, Kozyrev's Experiments, and Hemispherical Mirrors in the TIP Model/Граница раздела фаз как место скачка связности: фазовые переходы, время, нелокальность, экспе
  18. From Fold to Physics
  19. The Phase Boundary as a Site of a Connectivity Jump: Phase Transitions, Time, Nonlocality, Kozyrev's Experiments, and Hemispherical Mirrors in the TIP Model/Граница раздела фаз как место скачка связности: фазовые переходы, время, нелокальность, экспе
  20. Cut-and-Project Method Links Penrose Tilings to Golden Ratio Quasicrystal Diffraction — E8 Intelligence Research
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2026 AUG Q1

Quasicrystal Structures and Properties

190 papers

Top Topics (10)

Quasicrystal Structures and Properties51
Advanced Mathematical Theories and Applications17
Intelligence, Security, War Strategy7
History and Theory of Mathematics5
Coding theory and cryptography4
Model Reduction and Neural Networks3
Relativity and Gravitational Theory3
Historical Astronomy and Related Studies3
Quantum Chromodynamics and Particle Interactions3
Neutrino Physics Research2

Top Publications (20)

1.Site Form for Site 8BY018112.EXTRACTED METHOD: compare_angles_to_e8_projection — E8 Intelligence Research3.Site 8BY02952 Site Sketch Map4.Галло‑Мета‑Теория КТКС‑С: информационная динамика пятимерного балка и вывод SICARV‑12 из принципа максимальной информационной ёмкости (версия 2.2)5.Галло‑Мета‑Теория КТКС‑С: информационная динамика пятимерного балка и вывод SICARV‑12 из принципа максимальной информационной ёмкости (версия 2.2)6.Фрактальный модуль расширения QTCS‑S: иерархическая структура Sign(K)-слоя и степенной отклик7.Comprehensive Verification, Steady-State Analysis and Standardization of Global Application Boundaries for Ternary Unified Mathematical System —The Final Closing Paper No.27 of Yang's Mathematical Trilogy《三元全域统一数理体系综合核验、稳态分析与全域应用边界标准化界定》8.Фрактальный модуль расширения QTCS‑S: иерархическая структура Sign(K)-слоя и степенной отклик9.Мета-КТКС-С: пятимерный балк и голографический вывод Sign(K)-слоя. Часть II-Г (расширенная мета-версия)10.Мета-КТКС-С: пятимерный балк и голографический вывод Sign(K)-слоя. Часть II-Г (расширенная мета-версия)11.E8 Phi-Torsion Cascade Amplification Through Nested Sub-Root Resonance Channels — E8 Intelligence Research12.E8 Phi-Torsion Cascade Amplification Through Nested Sub-Root Resonance Channels — E8 Intelligence Research13.Interpretation of Global State Vectors and Unified Ternary Global Dynamic Equations: The Closing Paper of the Complete Axiomatic Mathematical System of Ternary Steady-State Theory《全域状态向量与三元全域统一方程解译 》14.Interpretation of Global State Vectors and Unified Ternary Global Dynamic Equations: The Closing Paper of the Complete Axiomatic Mathematical System of Ternary Steady-State Theory《全域状态向量与三元全域统一方程解译 》15.Comprehensive Verification, Steady-State Analysis and Standardization of Global Application Boundaries for Ternary Unified Mathematical System —The Final Closing Paper No.27 of Yang's Mathematical Trilogy《三元全域统一数理体系综合核验、稳态分析与全域应用边界标准化界定》16.A Proof of the Forsythe Conjecture for the Two-Step Restarted Conjugate Gradient Method17.The Phase Boundary as a Site of a Connectivity Jump: Phase Transitions, Time, Nonlocality, Kozyrev's Experiments, and Hemispherical Mirrors in the TIP Model/Граница раздела фаз как место скачка связности: фазовые переходы, время, нелокальность, экспе18.From Fold to Physics19.The Phase Boundary as a Site of a Connectivity Jump: Phase Transitions, Time, Nonlocality, Kozyrev's Experiments, and Hemispherical Mirrors in the TIP Model/Граница раздела фаз как место скачка связности: фазовые переходы, время, нелокальность, экспе20.Cut-and-Project Method Links Penrose Tilings to Golden Ratio Quasicrystal Diffraction — E8 Intelligence Research
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