Download Advances in software science and technology by Japan Society for Software Science and Technology PDF

By Japan Society for Software Science and Technology

This can be the second one quantity of a brand new annual booklet backed through the Japan Society for software program technology and know-how, one of many best societies in Japan within the box of software program and knowledge technological know-how. Contributions to this sequence comprise study papers and tutorials translated from ''Computer Software'' - the japanese magazine of Japan Society of software program technology and expertise - and unique papers submitted in English. Designed for graduate scholars in addition to researchers, it presents insights into the most recent paintings in such components as algorithms, programming languages, working structures, software program engineering, man made intelligence, wisdom engineering, theoretical foundations of improvement, programming method, database structures, human components in software program improvement, desktop structure, common language realizing and processing, versions of popularity and studying, and different vital subject matters bearing on software program. This serial goals to be a key resource of data at the significant advancements in all parts of software program know-how in addition to present study efforts in Japan

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1 S p é c i f i c a t i o n of E n d P o i n t s We want to specify the end points of an open curve precisely in some situations, for example, when attaching a curve to another curve t h a t has already been fixed. The restriction on end points is also required when the digitization process does not reflect the sharp end points of the original shape well. We can specify the end points of the smoothed sequence by simple modification of the algorithm. Suppose t h a t the vertices Po, P i , . . , Pn of an open curve are given, and suppose t h a t the end positions of the smoothed sequence should be located at £Ό {φ Po) and E\ {φ Ρη).

A group of knowledge is called a knowledge source. By dividing knowledge into several knowledge sources, we can: 1. avoid combinatorial explosions, 2. prepare a conflict resolution strategy for a knowledge source, 3. give the system high performance, and 4. maintain the system easily. 2 Selection Procedure Each knowledge source in the cooperative production system has a selection procedure which selects the knowledge t h a t should be applied next, because the conflict resolution strategy is different for each knowledge source.

T h a t is, suppose t h a t the vertices of the digital curve are determined by the following three steps: 1. Determine the intersection points between the original curve and two sets of parallel lines . . , ? / = 2, y = 1, y — 0, y = — 1, y = — 2, . . and . . , χ = — 2, χ = —1, χ = 0, χ = 1, χ = 2, . . 2. Round the coordinates of every intersection point to the nearest integers. 3. Remove the duplicated vertices as appropriate. For an example, see Fig. 14. 5. 5 and whose center is Pi comes into mind immediately.

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