Задачи расшифровки и поиска максимального верхнего нуля монотонных функций алгебры логики
- № 4 (44) 2017
Страницы:
29
–
35
Язык: русский
Аннотация
В настоящей работе представлены задачи расшифровки и поиска максимального верхнего нуля монотонных функций алгебры логики. Строятся алгоритмы нахождения максимального верхнего нуля булевых монотонных функций. Предлагается машинная реализация алгоритмов решения дискретных экстремальных задач на отыскание точного оптимума.
Ушбу ишда мантикий алгебра монотон функцияларида максимал юкори нолни кидириш ва укиш масалалари курсатиб утилади. Булево монотон функциялари максимал юкори нолини топиш алгоритми берилади. Аник оптимумини кидиришнинг дискрет экстремал масалаларни машина ёрдамида ечишни амалга ошириш алгоритмлари таклиф килинади.
On article the professor of faculty » Mathematical modelling and cryptog the analysis» National university of Uzbekistan named after Mirzo Ulugbek A.V.Kabulova and to the assistant to faculty » Automation and control» NSMI, I.I.Kalandarova » tasks of decoding and search of the maximal top zero of monotonous functions of algebrian logic».The special role in the decision of tasks of recognition and forecasting belongs to test algorithm. This algorithm is referenced to the concept of the test introduced by S.V.Jablonskim. It is known, that to each table not everywhere determined to function, tests it is possible to assoulte Bull’s monotonous function.In the present task work are given decoding and search of the maximal top zero of monotonous functions of algebrian of logic. Algorithms of a finding of the maximal top zero Bull’s monotonous functions are under construction. In the article it is told about decoding of monotonous functions, how at the minimal number referenced to the operator Af Completely to restore the table of values of monotonous function, f xn) a.c. value of the given function on allpoints is found E2 ; About a search of task of search of the maximal top zero monotonous Bull’s functions;Search of the algorithm the maximal top zero. It considered algorithm of a finding of the maximal top zero of any function f е Mn.
Ушбу ишда мантикий алгебра монотон функцияларида максимал юкори нолни кидириш ва укиш масалалари курсатиб утилади. Булево монотон функциялари максимал юкори нолини топиш алгоритми берилади. Аник оптимумини кидиришнинг дискрет экстремал масалаларни машина ёрдамида ечишни амалга ошириш алгоритмлари таклиф килинади.
On article the professor of faculty » Mathematical modelling and cryptog the analysis» National university of Uzbekistan named after Mirzo Ulugbek A.V.Kabulova and to the assistant to faculty » Automation and control» NSMI, I.I.Kalandarova » tasks of decoding and search of the maximal top zero of monotonous functions of algebrian logic».The special role in the decision of tasks of recognition and forecasting belongs to test algorithm. This algorithm is referenced to the concept of the test introduced by S.V.Jablonskim. It is known, that to each table not everywhere determined to function, tests it is possible to assoulte Bull’s monotonous function.In the present task work are given decoding and search of the maximal top zero of monotonous functions of algebrian of logic. Algorithms of a finding of the maximal top zero Bull’s monotonous functions are under construction. In the article it is told about decoding of monotonous functions, how at the minimal number referenced to the operator Af Completely to restore the table of values of monotonous function, f xn) a.c. value of the given function on allpoints is found E2 ; About a search of task of search of the maximal top zero monotonous Bull’s functions;Search of the algorithm the maximal top zero. It considered algorithm of a finding of the maximal top zero of any function f е Mn.