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|Telefon=+49 351 463 43548
|Telefon=+49 351 463 43548
|Email=johannes.fichte@tu-dresden.de
|Email=johannes.fichte@tu-dresden.de
|Raum=
|Bild=Photo1.jpg
|Bild=By sarameister23-3.jpg
|Info=My work interests in computational complexity theory and its applications. In particular I work on the understanding of the gap between intractability (strong theoretical evidence) and practical efficient solutions (industrial/structured setting). I consider the boolean satisfiability problem (SAT), answer-set programming (ASP), and related formalisms.<br/>
|Info=Please visit our new webpage at: <br>
 
https://tu-dresden.de/ing/informatik/ki/krr/die-professur/staff/dr-johannes-k-fichte
I am happy to supervise theses of motivated students in topics related to my research area. If you have ideas or questions regarding possible topics, please contact me.<br/>
|Info EN=Please visit our new webpage at: <br>
|Info EN=My work interests in computational complexity theory and its applications. In particular I work on the understanding of the gap between intractability (strong theoretical evidence) and practical efficient solutions (industrial/structured setting). I consider the boolean satisfiability problem (SAT), answer-set programming (ASP), and related formalisms.<br/>
https://tu-dresden.de/ing/informatik/ki/krr/die-professur/staff/dr-johannes-k-fichte
 
I am happy to supervise theses of motivated students in topics related to my research area. If you have ideas or questions regarding possible topics, please contact me.<br/>
|DBLP=http://dblp.uni-trier.de/pers/hd/f/Fichte:Johannes_Klaus
|DBLP=http://dblp.uni-trier.de/pers/hd/f/Fichte:Johannes_Klaus
|Google Scholar=https://scholar.google.de/citations?user=-yhf134AAAAJ&hl=en
|Google Scholar=https://scholar.google.de/citations?user=-yhf134AAAAJ&hl=en

Version vom 22. Juni 2021, 11:33 Uhr

Dr. Johannes K. Fichte

Wissenschaftlicher MitarbeiterTechnische Universität DresdenInternational Center for Computational Logic

My work interests in computational complexity theory and its applications. In particular I work on the understanding of the gap between intractability (strong theoretical evidence) and practical efficient solutions (industrial/structured setting). I consider the boolean satisfiability problem (SAT), answer-set programming (ASP), and related formalisms.

I am happy to supervise theses of motivated students in topics related to my research area. If you have ideas or questions regarding possible topics, please contact me.