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Titlebook: Knowledge Coupling; New Premises and New Lawrence L. Weed Book 1991 Springer-Verlag New York, Inc. 1991 Medizinische Informatik.care.comput

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thms for continuously and robustly tracking the intersection curves of two deforming parametric spline surfaces, when the deformation is represented as a family of generalized offset surfaces. This paper presents the mathematical framework, and develops algorithms accordingly, to . and . track the i
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Lawrence L. Weedo that people will feel more comfortable when wearing these products.  Geometric approaches can be used to design the freeform shape of products worn by people, which can greatly improve the efficiency of design processes in various industries involving customized products (e.g., garment design, toy
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Lawrence L. Weedal representations generally, have held promise to facilitate a variety of design tasks in a unified way by approximating results very precisely, thus avoiding a proliferation of undergirding mathematical representations. However, traditional wavelet decomposition is defined from fine to coarse reso
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ble to surface B. The most commonly used method in the literature is iterative closest point (ICP). ICP uses either the whole surface description or feature points on the surfaces. The drawback of ICP is that it requires a good initial estimation to achieve convergence. This paper proposes a variati
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ble to surface B. The most commonly used method in the literature is iterative closest point (ICP). ICP uses either the whole surface description or feature points on the surfaces. The drawback of ICP is that it requires a good initial estimation to achieve convergence. This paper proposes a variati
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Lawrence L. Weedble to surface B. The most commonly used method in the literature is iterative closest point (ICP). ICP uses either the whole surface description or feature points on the surfaces. The drawback of ICP is that it requires a good initial estimation to achieve convergence. This paper proposes a variati
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