Introduction
The summer school is intended for students interested in advanced data processing algorithms, and visualization. It is the third edition of a successful international meeting of lecturers, mentors, and students that previously took place in Ostrava (2017) and Wienna (2019). The third international summer school will again provide a friendly interdisciplinary platform for elementary training as well as introduction of advanced topics in related areas. It will facilitate knowledge transfer, experience sharing, and scientific networking between the participants.
Summer school partners
Organized by
Supporters

Organization

VSB-Technical University of Ostrava, Czech Republic

Universität Wien, Austria
Local organizers (CZ)
Michaela Vrazelova, VSB - Technical University of Ostrava, Czech RepublicJan Platos, VSB - Technical University of Ostrava, Czech Republic
Pavel Kromer, VSB - Technical University of Ostrava, Czech Republic
Local organizers (AT)
Anne Marie Faisst, Universität Wien, AustriaRegistration
An advance registration to the summer school is required. Due to the space limitations of the venue, all registrations (student and non-student) have to be approved by the organizers.
Fees
The following participant fees will be applied:
Austrian student: 60 EUR
Czech student: 1000 CZK
Non-student: 300 EUR / 7700 CZK
Important dates
Registration / discounted registration application:
Registration results announced: 7. 8. 2019 9. 8. 2019
Registration fee payment due: 14. 8. 2019 16. 8. 2019
A limited number of student registrations (scholarships) for Austrian and Czech students will be available. The organizers reserve the right to grant discounted registration waiver at their discretion.
Registration
The registration to CASS 2019 is closed.
Lecturers








Slides
Vis tools and case studiesTableau tutorial
Data types and tasks with Tableau
Encoding principles
Lecture on Time series Prediction by Neural Networks
Lecture on Topic Analysis and Deep Neural Networks
Deep Learning for (Social) Networks
Vis tools for Simulation and Deep Learning
Optimization Techniques for Neural Networks
Reservoir Computing Paradigm
Feeback
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