The Shape of the Classification of the Finite Simple Groups
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A temperature‐driven magnetic anisotropy crossover is revealed in the Dirac kagome magnet Fe3Ge with a distorted kagome lattice. The transition from easy‐plane to easy‐axis magnetic anisotropy stabilizes robust Bloch‐type skyrmions over an exceptionally wide temperature window of 375–650 K.
Yalei Huang +15 more
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A Simplified Model of the Knee for Coronal Plane Alignment of the Knee Simulation. [PDF]
Rodríguez Pereira C +4 more
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Additive Manufacturing of High‐Performance Polymers for Extreme Environments
Additive manufacturing of high‐performance polymers for extreme environments is critically reviewed through an integrated chemistry‐processing‐structure‐property‐qualification framework. The review compares fused filament fabrication, selective laser sintering, and direct ink writing, linking rheology and thermal history to crystallization, defect ...
Md Tofazzal Hossain +7 more
wiley +1 more source
A Review of Mechanical Degradation, Interfacial Nonlinear Dynamics and Multi-Bolt Coupling Degradation Mechanisms of Flange-Bolted Joints. [PDF]
Feng X +8 more
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Book Review: The classification of the finite simple groups [PDF]
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From Sensing Mechanisms to System Co‐Design: Graphene‐Based Sensors and Readout Circuits
This review establishes a unified PS–EQ–RF framework linking graphene sensing mechanisms, native electrical outputs, and output‐specific readout circuits. Voltage‐, current‐, resistance‐, and capacitance‐type sensing systems are systematically classified to guide architecture selection, low‐noise design, system co‐design, and practical integration ...
Jinduo Zhang +5 more
wiley +1 more source
Structural and Functional Biomechanical Classifications of the Discoid Meniscus. [PDF]
Lu S +5 more
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Applications of the Classification of Finite Simple Groups
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Unipotent radicals, one-dimensional transitive groups, and solvable factors of classical groups [PDF]
By developing a tangible way to decompose unipotent radicals into irreducible submodules of Singer cycles, we achieve a classification of solvable factors of finite classical groups of Lie type. This completes previous work on factorizations of classical
Li, Conghui +5 more
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