DEPARTMENT OF PHILOSOPHY I
LOGIC AND EPISTEMOLOGY

"If… she… weighs… the same as a duck,… she’s made of wood."

 

      
  

CONTACT

DANIEL SKURT       

Ruhr-Universität Bochum
Institut für Philosophie I
Universitätsstraße 150
D-44780 Bochum
Deutschland

Room: GA 3/156
+49-234-32-22714
firstname[dot].lastname[at]rub.de

 

 

 

Current Information

Workshop Logic in Bochum 19 - 21 October 2018

Consultation-Hour by appointment

 

Lectures

  Lecture Room/Time
 Ws 18/19
 Proof theory for Philosophers
 GABF 04/358 Tue 4-6 pm
 Ws 18/19
 Excercises Grundzüge der Logik
 Mon 4 - 6 pm
     

 

 

 

About me

  • Since 2018 Research Fellow with Heinrich Wansing
  • 2013 - 2017 Research Assistant with Heinrich Wansing
  • Dr. phil. in Logic 2017, Ruhr-University Bochum
  • M.A. in Logic, 2012, University Leipzig
  • Dipl.-Ing. in Electrical Engineering, 2007, TU Chemnitz

CV

 

 

 

 Research Interests

  • Implication Structures and Partial Algebras
  • Non-Deterministic Semantics for Modal Logics

 

 

 

Projects

  • FDE-based modal logics (DFG project)

 

 

 

Publications

2016

  • Omori, H., Skurt, D.: More modal semantics without possible worlds. IfCoLog Journal of Logics and their Applications, 3,(5):815-846. [pdf]

2017

  • Skurt, D.: FDE Circumscription. The Australasian Journal of Logic. 2,(14):326-355. [pdf]
  • Skurt, D.: A note on Two's company: "The humbug of many logical values". Logica Universalis, 3,(11):401-407 [pdf]

2018

  • Skurt, D.: Bi-intuitionistic implication structures. Journal of Applied Non-Classical Logic. Online first [pdf]
  • Wansing, H., Skurt, D.: Negation as cancellation, connexive logic, and qLPm. The Australasian Journal of Logic. 2,(15): 476-488. [pdf]

Submitted

  • Wansing, H., Skurt, D.: On non-transitive 'identity'. To appear in: C. Baskent and T.M. Ferguson (eds.), Graham Priest on Dialetheism and Paraconsistency, Springer 

In preparation

  • Odintsov, S., Skurt, D., Wansing, H. (2018): Logical Connectives for some FDE-based Modal Logics
  • Omori, H., Skurt, D.: A note on the Modal Logic K with a primitive possibility operator