Front matter
Mikula, Karol; Ševčovič, Daniel; Urbán, Jozef
- Proceedings of Equadiff 14, Publisher: Slovak University of Technology in Bratislava, SPEKTRUM STU Publishing(Bratislava), page [i]-[iv]
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topMikula, Karol, Ševčovič, Daniel, and Urbán, Jozef. "Front matter." Proceedings of Equadiff 14. Bratislava: Slovak University of Technology in Bratislava, SPEKTRUM STU Publishing, 2017. [i]-[iv]. <http://eudml.org/doc/294947>.
@inProceedings{Mikula2017,
abstract = {The Equadiff is a series of biannual conferences on mathematical analysis, numerical approximation and applications of differential equations. Proceedings of Equadiff 2017 Conference contain peer-reviewed contributions of participants of the conference. The proceedings cover a wide range of topics presented by plenary, minisymposia and contributed talks speakers. The scope of papers ranges from ordinary differential equations, differential inclusions and dynamical systems towards qualitative and numerical analysis of partial differential equations, stochastic PDEs and their applications.},
author = {Mikula, Karol, Ševčovič, Daniel, Urbán, Jozef},
booktitle = {Proceedings of Equadiff 14},
location = {Bratislava},
pages = {[i]-[iv]},
publisher = {Slovak University of Technology in Bratislava, SPEKTRUM STU Publishing},
title = {Front matter},
url = {http://eudml.org/doc/294947},
year = {2017},
}
TY - CLSWK
AU - Mikula, Karol
AU - Ševčovič, Daniel
AU - Urbán, Jozef
TI - Front matter
T2 - Proceedings of Equadiff 14
PY - 2017
CY - Bratislava
PB - Slovak University of Technology in Bratislava, SPEKTRUM STU Publishing
SP - [i]
EP - [iv]
AB - The Equadiff is a series of biannual conferences on mathematical analysis, numerical approximation and applications of differential equations. Proceedings of Equadiff 2017 Conference contain peer-reviewed contributions of participants of the conference. The proceedings cover a wide range of topics presented by plenary, minisymposia and contributed talks speakers. The scope of papers ranges from ordinary differential equations, differential inclusions and dynamical systems towards qualitative and numerical analysis of partial differential equations, stochastic PDEs and their applications.
UR - http://eudml.org/doc/294947
ER -
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