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Binary quantum hashing
Vasiliev A.
binary linear codes
CQ-free optimality conditions for copositive programming problems with isolated immobile indices
Kostyukova, O. I., Костюкова, О. И., Tchemisova, T. V.
problem of Linear Copositive Programming. We prove explicit optimality conditions that use concepts
Dual methods for optimal allocation of total network resources
Konnov I., Kashuba A., Laitinen E.
each calculation of the value of the dual function requires solution of a special linear programming
О частичной устойчивости задачи двухуровневого программирования с линейной задачей нижнего уровня
Бережнов, Д. Е., Минченко, Л. И., Berezhnov, D. E., Minchenko, L. I.
programming problems with a linear lower-level problem is proven in this article.
Использование информационных технологий при решении задач линейного программирования
Лащенко, А. П., Асмыкович, И. К.
as in solving problems of mathematical programming.
Scheduling of two parallel machines with linear decreasing time slot costs to minimize total weightedcompletion time
Lushchakova, I. N., Kononov, V. A.
or linear decreasing sequences of time slot costs. We suggest an exact pseudopolynomial DP algorithm
Analysis of the financial state of an investor based on the Cantor-Lippman model
Shananin A.A.
Linear programming
Некоторые проблемы телевизионного программирования
Гегелова Н.С.
the linear programming, adopted at the "First Channel", "Russia 1", "NTV", its pros and cons, by the example
On simulating the quantum and classical branching programs
Gainutdinova A.
these relations, we developed a method of "linear simulation" of a quantum branching program and a method
Optimal control problem with state constraints
Dikusar V.V., Olenev N.N.
. The problem was solved by reducing to a linear programming (LP) one by integrating system the explicit Euler

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