يهدف البحث إلى تمييز فوق البيانات غير المتماكلة، مثنى، مثنى، و التي لها عدد رؤوس Z, و عدد
أضلاع d, معلومان.
وضعت لحل هذه المسألة عدد من المعايير، متدرجة، في دقة الكشف.
كما يعرض هذا البحث طريقة تجريبية لاختبار فعالية المعايير المستخدمة، و يعطي أسلوبًا لترتيبها.
يعد هذا البحث ذا قيمة تطبيقية، فهو مفيد عند تصميم آلات، ونظم معقدة متغيرة البنى، و عند مقارنة
مخططات التصاميم الجديدة.
The paper aims to distinguish the couple-couple non-isomorphism
hypergraphs, which have a known vertexes number, Z, and sides number, d.
To solve this problem a number of criteria graded in distinguishing
accuracy are developed.
It also presents an experimental method to test the efficiency of the used
criteria. It gives a method to put them in order.
This research is considered a practical because it is useful in designing of
machines and variable structure complex systems, and in comparing the new
patterns.
References used
د. علي جمال الدين. ١٩٨٧ . البنى التقريبية في الأنظمة متعددة الحالات. جامعة لينيغراد.
د. علي جمال الدين. خوارزمية لتعدد فوق البيانات غير المتماكلة. مجلة جامعة دمشق.
Gary Chartrand. Ortud R. Oellermann. Applied and Algorithmic Graph Theory. New York, ١٩٩٣. McGraw-Hill,Inc
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