Seminars

Solution methods for two variable functional inequalities

Időpont: 
2020. 02. 27. 10:15
Hely: 
H306
Előadó: 
Páles Zsolt
A szeminárium részletei: 
Farkas Miklós Alkalmazott Analízis Szeminárium

In this talk we consider two classes of functional inequalities and the related functional equation. Under natural but general circumstances we show that if the solution set of the functional equation forms a 2-dimensional Beckenbach family then the continuous solutions of the functional inequality are exactly those functions which are convex with respect to the Beckenbach family. Several concrete examples and applications will be provided.

Miklós Farkas and a brief history of applied math at TU Budapest

Időpont: 
2020. 02. 20. 10:15
Hely: 
H306
Előadó: 
Hujter Mihály
A szeminárium részletei: 
Farkas Miklós Alkalmazott Analízis Szeminárium

The history of the Technical University in Budapest began in the 18th century. The deep mathematical studies started around 1840. Among others, Vállas, Hunyady, J. Kőnig, Rados, Kürschák, D. Kőnig, Egerváry, Hajós, Gallai, Alexits
were important professors of math.

For more than 50 years Miklós Farkas (1932-2007) was a dominant person in applied mathematics education, mainly for mechanical engineering students. He published (wrote and edited) 15 books and 77 papers. The most famous is ,,Periodic Motions'' (Berlin, 1994).

Visit the ,,História Tudósnaptár'' homepage for more details on the above listed persons: https://tudosnaptar.kfki.hu/historia/

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