Results 241 to 250 of about 1,186,586 (288)
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Geometric Reasoning and Design for Manufacture
CAD Computer Aided Design, 1994Abstract There are several motivations for linking together design-evaluation applications and Cad systems — the avoidance of tedious and error-prone reentry of data is just one. The paper examines the motives for linking a widely used design-for-assembly (DFA) evaluation methodology with cad .
K G Swift
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Geometric constraints and reasoning for geometrical CAD systems
Computers & Graphics, 1990Abstract Many design tools, including CAD systems, are developed for improving the productivity of the design process. However, these tools are generally not powerful enough to support designers in their knowledge-intensive work. In this paper we propose a system based on geometric constraints and reasoning which is useful for enhancing the function ...
Hiromasa Suzuki +2 more
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Geometric Reasoning in a Parallel Network
The International Journal of Robotics Research, 1991The general principles of geometric reasoning for computer vision are discussed and some previous attempts at imple menting reasoners reviewed. A new implementation is pro posed that involves interval arithmetic to cope with uncer tainties and has a network structure that promotes efficiency from parallelism and accuracy from feedback.
Robert B. Fisher, Mark J. L. Orr
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Geometric reasoning for computer vision
Image and Vision Computing, 1987Abstract Some general principles are formulated about geometric reasoning in the context of model-based computer vision. Such reasoning tries to draw inferences about the spatial relationships between objects in a scene based on the fragmentary and uncertain geometric evidence provided by an image.
Mark J. L. Orr, Robert B. Fisher
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The Leading Edge, 1993
There are a few things every exploration geophysicist knows (or ought to know); e.g., the fact that the stacking velocity increases with the dip of the reflector. Few can prove that this is so and some probably wonder why anybody would want to prove what everybody already knows. I can think of several reasons, but I restrict myself to the popularity of
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There are a few things every exploration geophysicist knows (or ought to know); e.g., the fact that the stacking velocity increases with the dip of the reflector. Few can prove that this is so and some probably wonder why anybody would want to prove what everybody already knows. I can think of several reasons, but I restrict myself to the popularity of
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Geometric Reasoning With Geometric Algebra
2001This chapter starts with an introduction to Clifford algebra for Euclidean geometry and shows how geometric theorems can be proved automatically in the Clifford algebra formalism. A short review of available approaches is given and examples are provided.
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Reasoning with geometric information in digital space
Knowledge-Based Systems, 2005Concurrency requires consistency and correctness. Isothetic rectangles can be used as a geometrical technique to verify a safe and deadlock free schedule for concurrent nodes. However, the known algorithms for concurrency using isothetic rectangles require the prior knowledge of the system behavior.
Passent Mohammed El-Kafrawy +1 more
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On geometric and topological reasoning in robotics
Annals of Mathematics and Artificial Intelligence, 1997zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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