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Logics for Unconventional Computing is an interdisciplinary workshop which brings together computer scientists and engineers dealing with unconventional computing (such as biological, bio-inspired, chemical, physical, etc. computing) with logicians dealing with non-classical logical, algebraic, co-algebraic, topological, and category-theoretic methods to initiate development of novel bio- and nature-inspired computation paradigms. The workshop aims to exchange ideas, promote fruitful discussions and initiate development on novel paradigms, methodologies and architectures for unconventional computations as well as for applications of computational intelligence in the wide and heterogeneous fields of biology, biomechanics, medicine and health care. It can provide to take a critical glance at the design of novel and emergent computing systems to point out failures and shortcomings of both theoretical and experimental approaches. This workshop is to examine approaches towards a theory of unconventional logic, i.e. a symbolic logic in unconventional computing.
Extended versions of all accepted papers of the workshop will be considered for publication in a special issue of International Journal of Parallel, Emergent and Distributed Systems.
The topics of interest include, but are not limited to:
Submission: | December 1, 2016 |
Notification: | December 25, 2016 |
Camera ready: | January 19, 2017 |
Andrew Schumann, University of Information Technology and Management in Rzeszow, Poland
PAPER SUBMISSION:
Authors are invited to submit regular papers (up to 8 pages each), short papers (up to 4 pages each) or poster/demo papers (up to 2 pages each) in ACM's paper template. Up to two extra pages are allowed for each paper with extra page charges. See http://bionetics.org/2017/show/initial-submission for more details.
In Confy website after registration, please choose BICT 2017, then LUC.
Videos of some presentations:
1. Alexandr Vladimirovich Kuznetsov
Automatic role-oriented assignment of channels in the ad hoc network of hierarchically organized agents
https://www.youtube.com/watch?v=PaTuxQCZkpo
2. Andrew Schumann
On Arithmetic Functions in Actin Filament Networks
https://www.youtube.com/watch?v=1aXc76ZtEg4
3. Andrew Schumann, Alexandr Vladimirovich Kuznetsov
Talmudic Foundations of Mathematics
https://www.youtube.com/watch?v=WslT_SOvUPg