doc. RNDr. Jaroslav Mlýnek, CSc.

Výuka pro ekonomickou fakultu

• Matematika 1 (MA1*H, MA1-H)
• Matematika 2 (MA2*H, MA2-H) 
• Zabezpečení obchodních informací (ZOI)

My curriculum vitae is available here in PDF format.

1. PETRŮ, M., MLÝNEK, J., MARTINEC, T. a RYVOLOVÁ, M., 2019. Vybranné postupy konstruování kompozitu vyztuženého dlouhými vlákny. 1. vyd. Liberec: Technická univerzita v Liberci. ISBN 978-80-7494-477-2.

1. MLÝNEK, J., KNOBLOCH, R. a RAHIMIAN KOLOOR, S., 2023. Optimal Riving Windig on Torodial Parts of Composite Frames. Polymers. 15(15), Open Access. ISSN 2073-4360.
2. MLÝNEK, J., PETRŮ, M., RYVOLOVÁ, M. a RAHIMIAN KOLOOR, S., 2022. Winding optimization of composite frame by dry fiber rovings. Journal of Industrial Textiles. 52(July-December), ISSN 1528-0837.
3. MLÝNEK, J., RAHIMIAN KOLOOR, S., MARTINEC, T. a PETRŮ, M., 2021. Fabrication of High-Quality Straight-Line Polymer Composite Frame with Different Radius Parts Using Fiber Winding Process. Polymers. 13(4), ISSN 2073-4360.
4. MLÝNEK, J., PETRŮ, M., MARTINEC, T. a RAHIMIAN KOLOOR, S., 2020. Fabrication of High-Quality Polymer Composite Frame by a New Method of Fiber Winding Process. Polymers. 12(5), ISSN 2073-4360.
5. KNOBLOCH, R. a MLÝNEK, J., 2020. Probabilistic analysis of the convergence of the differential evolution algorithm. Neural Netwok World, Volume 30 (2020). 30(4), 249-263. ISSN 2336-4335.
6. MLÝNEK, J. a KNOBLOCH, R., 2018. Model of Shell Metal Mould Heating in the Automotive Industry. Applications of Mathematics. 63(2), 111-124. ISSN 0862-7940.
7. MLÝNEK, J., KNOBLOCH, R. a SRB, R., 2017. The classic differential evolution algorithm and its convergence properties. Applications of Mathematics. 62(2), 197-208. ISSN 0862-7940.
8. MARTINEC, T., MLÝNEK, J. a PETRŮ, M., 2015. Calculation of the robot trajectory for the optimum directional orientation of fibre placement in the manufacture of composite profile frames. Robotics and Computer-Integrated Manufacturing. 35(10), 42-54. ISSN 0736-5845.

1. MLÝNEK, J., RYVOLOVÁ, M., DICKHUT, T. a RAHIMIAN KOLOOR, S., 2025. Robotic filament winding of advanced composite frames with complex geometrical shapes. Journal of Engineered Fibers and Fabrics. Vol. 20, 2025(Vol. 20, 2025), 1-18. ISSN 1558-9250.
2. PETRŮ, M., MLÝNEK, J. a MARTINEC, T., 2018. Numerical Modelling for Optimization of Fibres Winding Process of Manufacturing Technology for the Non-Circular Aerospaces Frames. Manufacturing Technology. 18(1), 90-98. ISSN 1213-2489.
3. PETRŮ, M., MLÝNEK, J., MARTINEC, T. a BRONČEK, J., 2016. Mathematical modelling of fibre winding process for composite frames. Communications, Scientific Letters of the University of Zilina. 18(4), 103-111. ISSN 1335-4205.
4. PETRŮ, M., MARTINEC, T. a MLÝNEK, J., 2016. Numerical model description of fibres winding process for new technology of winding fibres on the frames. Manufacturing Technology. 16(4), 778-785. ISSN 1213-2489.

1. MLÝNEK, J., PETRŮ, M. a MARTINEC, T., 2019. Mathematical Modelling and Calculation of Suitable Robot Trajectory in Composite Frame Manufacturing. 1. vyd. Liberec: Technická univerzita v Liberci. ISBN 978-80-7494-493-2.

1. MLÝNEK, J. a KNOBLOCH, R., 2024. GLOBAL CONVERGENCE LIMITS OF DIFFERENTIAL EVOLUTION ALGORITHM. Cracow: Cracow University of Technology, Poland. ISBN 978-3-937436-83-8.
2. KNOBLOCH, R. a MLÝNEK, J., 2022. Perfect bit fields and their technical application. University of West Bohemia, Czech Republic: Institute of Electrical and Electronic Engineers. ISBN 978-1-6654-1040-3.
3. MLÝNEK, J. a KNOBLOCH, R., 2021. Differential EvolutionAlgorithm in Models of Technical Optimization. United Kingdom: Communications of the ECMS , Volume 35, Issue 1, June 2021. ISBN 978-3-937436-72-2.
4. MLÝNEK, J., PETRŮ, M., MARTINEC, T. a KNOBLOCH, R., 2020. Production of Polymer Frame Composites Using Industrial Robots. 1. vyd. Praha: Czech Technical University in Prague, Faculty of Electrical Engineering. ISBN 978-172815601-9.
5. MLÝNEK, J., PETRŮ, M. a MARTINEC, T., 2019. Design of composite frames used in agricultural machinery. 1. vyd. Praha: Czech University of Life Sciences. ISBN 978-80-213-2953-9.
6. PETRŮ, M., MLÝNEK, J. a MARTINEC, T., 2019. Optimization of Industrial Robot Trajectory in Composite Production. 1. vyd. Brno: Brno University of Technology. ISBN 9788021455443.
7. MLÝNEK, J. a KNOBLOCH, R., 2018. The model of non-stationary heat conduction in a metal mould. 1. vyd. Cham: Springer, Cham. ISBN 978-3-319-65959-6.
8. MLÝNEK, J., PETRŮ, M. a MARTINEC, T., 2017. Calculation of industrial robot trajectory in frame composite production. 1. vyd. Praha: Matematický ústav AV ČR. ISBN 978-80-85823-67-7.
9. MARTINEC, T., MLÝNEK, J. a PETRŮ, M., 2017. Composite production and industrial robot trajectory calculation. 44. vyd. Kluwer Academic Publishers. ISBN 978-3-319-44086-6.
10. MLÝNEK, J., KNOBLOCH, R. a SRB, R., 2017. Convergence Rate of the Modified Differential Evolution Algorithm. 1. vyd. USA: AMER INST PHYSICS, 2 HUNTINGTON QUADRANGLE, STE 1NO1, MELVILLE, NY 11747-4501 USA. ISBN 978-0-7354-1602-4.
11. KNOBLOCH, R., MLÝNEK, J. a SRB, R., 2016. Improving convergence properties of a differential evolution algorithm. 1. vyd. New York: American Institute of Physics Inc.. ISBN 978-0-7354-1453-2.
12. PETRŮ, M., MLÝNEK, J. a MARTINEC, T., 2016. Numerical model describing optimization of fibres winding process on open and closed frame. Bristol: IOP Publishing Ltd..
13. MLÝNEK, J., KNOBLOCH, R. a SRB, R., 2016. Optimization of a heat radiation intensity and temperature field on the mould surface. 1. vyd. Regensburg; Germany: European Council for Modelling and Simulation. ISBN 978-0-9932440-2-5.
14. MLÝNEK, J., KNOBLOCH, R. a SRB, R., 2015. Mathematical Model of the Metal Mould Surface Temperature Optimization. 1. vyd. Melville (USA): AIP Publishing LLC. ISBN 9780735413375.
15. MLÝNEK, J., KNOBLOCH, R. a SRB, R., 2015. Temperature field Optimization on the Mould Surface. 1. vyd. Switzerland: Springer Verlag. ISBN 9783319239231.
16. MLÝNEK, J. a SRB, R., 2014. Differential Evolution and Heat Radiation Intensity Optimization. 1. vyd. United States of America: IEEE Computer Society. ISBN 978-1-4799-4324-1.
17. MLÝNEK, J. a MARTINEC, T., 2014. Mathematical Model of Compositemanufacture and Calculation of Robot Trajectory. 1. vyd. Brno: Brno University of technology. ISBN 978-80-214-4817-9.
18. MARTINEC, T., SRB, R. a MLÝNEK, J., 2013. Heating of Mould in manufacture of Artificial Leathers in Automotive Industry. 1. vyd. neuvedeno: Springer International Publishing. ISBN 9783319022932.

1. MLÝNEK, J., PETRŮ, M. a KNOBLOCH, R., 2022. Modelling of composite reinforcements in agricultural equipment. Praha: Faculty of Engineering, Czech University of Life Sciences Prague. ISBN 978-80-213-3207-2.

• Knobloch Roman | disertační práce | 2.5.2019
  Numerical Modelling of Heat Phenomena Induced by Heat Radiation
• Hušková Ivana | diplomová práce | 8.12.2010
  Systems of linear algebraic equations