Building definite decisive rule
V.I. Zubov1, O.A. Zubova2, A.I. Ivanov3
Annotation | In giving article is solving the task of separating three giving multitudes by help two parallel giperflats. Is looking the task of identification, that is concludes in building definite decisive rule allowing take to any point from space to that or other multitude. Is building the methods of evaluation exact identification the points of space with help introduction two function, one from that is appear smooth. Proposed method easy is extend on case, when decisive rool is define admission several pairs parallel flatnesses. |
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Keywords | solution, summa of distances, multitude, parallel superflatness, function, functional. |
1Assistant of faculty Applied Mathematics - Process Control SPbGU, Saint-Petersburg State University, Saint-Petersburg; a_v_zubov@mail.ru
2Assistant of faculty Applied Mathematics - Process Control SPbGU, Saint-Petersburg State University, Saint-Petersburg; a_v_zubov@mail.ru
3Associate of faculty Applied Mathematics - Process Control SPbGU, Saint-Petersburg State University, Saint-Petersburg; a_v_zubov@mail.ru
Citation: V.I. Zubov , O.A. Zubova , A.I. Ivanov , "[Building definite decisive rule]", Zhurnal Srednevolzhskogo matematicheskogo obshchestva,12:4 (2010) 260–262 (In Russian)