2007 |
14 | EE | Bernhard Beckert,
Martin Giese,
Reiner Hähnle,
Vladimir Klebanov,
Philipp Rümmer,
Steffen Schlager,
Peter H. Schmitt:
The KeY system 1.0 (Deduction Component).
CADE 2007: 379-384 |
13 | EE | Martin Giese:
Superposition-based Equality Handling for Analytic Tableaux.
J. Autom. Reasoning 38(1-3): 127-153 (2007) |
2006 |
12 | EE | Martin Giese:
Saturation Up to Redundancy for Tableau and Sequent Calculi.
LPAR 2006: 182-196 |
2005 |
11 | EE | Martin Giese,
Daniel Larsson:
Simplifying Transformations of OCL Constraints.
MoDELS 2005: 309-323 |
10 | EE | Martin Giese:
A Calculus for Type Predicates and Type Coercion.
TABLEAUX 2005: 123-137 |
9 | EE | Wolfgang Ahrendt,
Thomas Baar,
Bernhard Beckert,
Richard Bubel,
Martin Giese,
Reiner Hähnle,
Wolfram Menzel,
Wojciech Mostowski,
Andreas Roth,
Steffen Schlager,
Peter H. Schmitt:
The KeY tool.
Software and System Modeling 4(1): 32-54 (2005) |
2004 |
8 | EE | Martin Giese,
Rogardt Heldal:
From Informal to Formal Specifications in UML.
UML 2004: 197-211 |
7 | EE | Martin Giese:
Taclets and the KeY Prover.
Electr. Notes Theor. Comput. Sci. 103: 67-79 (2004) |
2003 |
6 | EE | Martin Giese:
Simplification Rules for Constrained Formula Tableaux.
TABLEAUX 2003: 65-80 |
2002 |
5 | EE | Wolfgang Ahrendt,
Thomas Baar,
Bernhard Beckert,
Martin Giese,
Elmar Habermalz,
Reiner Hähnle,
Wolfram Menzel,
Wojciech Mostowski,
Peter H. Schmitt:
The KeY System: Integrating Object-Oriented Design and Formal Methods.
FASE 2002: 327-330 |
4 | EE | Martin Giese:
A Model Generation Style Completeness Proof for Constraint Tableaux with Superposition.
TABLEAUX 2002: 130-144 |
2001 |
3 | EE | Martin Giese:
Incremental Closure of Free Variable Tableaux.
IJCAR 2001: 545-560 |
2000 |
2 | EE | Wolfgang Ahrendt,
Thomas Baar,
Bernhard Beckert,
Martin Giese,
Elmar Habermalz,
Reiner Hähnle,
Wolfram Menzel,
Peter H. Schmitt:
The KeY Approach: Integrating Object Oriented Design and Formal Verification.
JELIA 2000: 21-36 |
1999 |
1 | | Martin Giese,
Wolfgang Ahrendt:
Hilbert's epsilon-Terms in Automated Theorem Proving.
TABLEAUX 1999: 171-185 |