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www.eg.org
| | peizhuoli.github.io

Data driven and learning based solutions for modeling dynamic garments have significantly advanced, especially in the context of digital humans. We model the dynamics of a garment by exploiting its local interactions with the underlying human body. At the core of our approach is a mesh-agnostic garment representation and a manifold-aware transformer network design, which together enable our method to generalize to unseen garment and body geometries.
8.7 parsecs

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| | www.medicaljournals.se

Journal of Rehabilitation Medicine is the international peer-review journal published in English, with at least 10 issues published per year.
6.6 parsecs

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| | danielsieger.com

We just released the updated version 1.1 of the pmp-library.
5.4 parsecs

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| | mathscholar.org

[AI summary] The text presents a detailed, self-contained proof of the Fundamental Theorem of Calculus (FTC) using basic principles of calculus and real analysis. It breaks the proof into two parts: Part 1 establishes that the integral of a continuous function defines a differentiable function whose derivative is the original function, and Part 2 shows that the definite integral of a continuous function can be computed as the difference of an antiderivative evaluated at the endpoints. The proof relies on lemmas about continuity, differentiability, and the properties of integrals, avoiding advanced techniques. The text is structured to provide a clear, step-by-step derivation of the FTC for readers familiar with calculus fundamentals.
25.9 parsecs

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