Вернер Ф. .. (Otto-von-Guericke-Universität). Публикации

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Статьи в журналах/сборниках из перечня Web of Science/Scopus
1Гафаров Е.Р., Вернер Ф.. Connected and Autonomous Vehicle Scheduling Problems: Some Models and Algorithms // Algorithms. 2024. Vol. 17, Is. 9. С. 421; https://www.mdpi.com/1999-4893/17/9/421.2024
2Лазарев А.А., Вернер Ф.., Bertrand M. T. Lin B.B. Special Issue “Recent Advances of Discrete Optimization and Scheduling” // Mathematics. 2024. V. 12, Is. 6. С. 1-3 https://doi.org/10.3390/math12060793 .2024
3Лазарев А.А., Правдивец Н.А., Вернер Ф.. On the Dual and Inverse Problems of Scheduling Jobs to Minimize the Maximum Penalty // Mathematics (The Special Issue Advances and Novel Approaches in Discrete Optimization). 2020. Vol. 8, Issue 7. С. 1131.2020

Главы в книгах
4Лазарев А.А., Лемтюжникова Д.В., Правдивец Н.А., Вернер Ф.. Polynomially solvable subcases for the approximate solution of multi-machine scheduling problems / Communications in Computer and Information Science (Advances in Optimization and Applications). Cham, Switzerland: Springer Nature, 2020. С. 211-223.2020

Тезисы докладов
5Лазарев А.А., Лемтюжникова Д.В., Правдивец Н.А., Вернер Ф.. A metric approach for solving approximately scheduling problems / Abstracts Book of 11th International Conference on Optimization Methods and Applications “OPTIMIZATION AND APPLICATINS” (OPTIMA-2020). М.: Dorodnicyn Computing Centre of FRC “Computer Science and Control” of Russian Academy of Science,, 2020. С. 58.2020
6Лазарев А.А., Правдивец Н.А., Вернер Ф.. Algorithms for solving scheduling problems with minimizing the maximum penalty using the dual and inverse problems / Abstracts Book of 11th International Conference on Optimization Methods and Applications “OPTIMIZATION AND APPLICATINS” (OPTIMA-2020). М.: Dorodnicyn Computing Centre of FRC “Computer Science and Control” of Russian Academy of Science, 2020. С. 59.2020