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Titlebook: Mathematical Analysis of Continuum Mechanics and Industrial Applications; Proceedings of the I Hiromichi Itou,Masato Kimura,Akira Takada Co

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Thomas de Jong,Georg Prokert,Joost Hulshof. Nevertheless, deploying large DNN models on resource-constrained edge devices is still challenging due to limitations in computation, power, and application-specific privacy requirements. Existing model partitioning methods, which deploy a partial DNN on an edge device while processing the remaini
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On Singularities in 2D Linearized Elasticity has a rigid line inclusion. Moreover, the paper intends to clarify how the order of singularities in expansions is determined, which depends on the geometry of the material, the governing equation, boundary conditions, material properties, and so on.
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Solution of Shape Optimization Problem and Its Application to Product Designpe optimization of a link mechanism, (2) shape optimization for suppressing brake squeal, (3) a method of designing beads in a shell structure, (4) shape optimization of a flow field to improve hydrodynamic stability, and (5) shape optimization of an electrostatic capacitive sensor.
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Propagation Velocity of Pulse-Like Rupture Along Earthquake Faultslaw based on a numerical simulation of a past study for a slipping plane with its microscopic structure. We combine two models from past studies to construct a relationship between rupture velocity and some tectonophysical/geological parameters.
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Bridging the Scales Between Discrete and Continuum Dislocation Modelsnergies and stability of gradient flows. The interacting particle systems under consideration model the motion of dislocations in metals. Since the collective motion of dislocations is the main driving force of plastic deformation of metals, we aim to contribute with our analysis to the current understanding of plasticity.
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