2002 |
14 | EE | Peter Schroeder-Heister:
Resolution and the origins of structural reasoning: early proof-theoretic ideas of Hertz and Gentzen.
Bulletin of Symbolic Logic 8(2): 246-265 (2002) |
2001 |
13 | | Reinhard Kahle,
Peter Schroeder-Heister,
Robert F. Stärk:
Proof Theory in Computer Science, International Seminar, PTCS 2001, Dagstuhl Castle, Germany, October 7-12, 2001, Proceedings
Springer 2001 |
1996 |
12 | | Roy Dyckhoff,
Heinrich Herre,
Peter Schroeder-Heister:
Extensions of Logic Programming, 5th International Workshop, ELP'96, Leipzig, Germany, March 28-30, 1996, Proceedings
Springer 1996 |
1995 |
11 | | Jörg Hudelmaier,
Peter Schroeder-Heister:
Classical Lambek Logic.
TABLEAUX 1995: 247-262 |
1993 |
10 | | Peter Schroeder-Heister:
Definitional Reflection and the Completion.
ELP 1993: 333-347 |
9 | | Peter Schroeder-Heister:
Rules of Definitional Reflection
LICS 1993: 222-232 |
1992 |
8 | | Lars-Henrik Eriksson,
Lars Hallnäs,
Peter Schroeder-Heister:
Extensions of Logic Programming, Second International Workshop, ELP'91, Stockholm, Sweden, January 27-29, 1991, Proceedings
Springer 1992 |
1991 |
7 | | Peter Schroeder-Heister:
Extensions of Logic Programming, International Workshop, Tübingen, FRG, December 8-10, 1989, Proceedings
Springer 1991 |
6 | | Lars Hallnäs,
Peter Schroeder-Heister:
A Proof-Theoretic Approach to Logic Programming. II. Programs as Definitions.
J. Log. Comput. 1(5): 635-660 (1991) |
1990 |
5 | | Peter Schroeder-Heister:
Cut Elimination for Logics with Definitional Reflection.
Nonclassical Logics and Information Processing 1990: 146-171 |
4 | | Lars Hallnäs,
Peter Schroeder-Heister:
A Proof-Theoretic Approach to Logic Programming. I. Clauses as Rules.
J. Log. Comput. 1(2): 261-283 (1990) |
1989 |
3 | | Peter Schroeder-Heister:
Hypothetical Reasoning and Definitional Reflection in Logic Programming.
ELP 1989: 327-339 |
1988 |
2 | | Kosta Dosen,
Peter Schroeder-Heister:
Uniqueness, Definability and Interpolation.
J. Symb. Log. 53(2): 554-570 (1988) |
1984 |
1 | | Peter Schroeder-Heister:
A Natural Extension of Natural Deduction.
J. Symb. Log. 49(4): 1284-1300 (1984) |