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Burchard von Braunmühl
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2000 – 2009
- 2003
- [c11]Xizhong Zheng, Robert Rettinger, Burchard von Braunmühl:
On the Effective Jordan Decomposability. STACS 2003: 167-178 - 2002
- [j3]Robert Rettinger, Xizhong Zheng, Romain Gengler, Burchard von Braunmühl:
Monotonically Computable Real Numbers. Math. Log. Q. 48(3): 459-479 (2002) - [c10]Xizhong Zheng, Robert Rettinger, Burchard von Braunmühl:
Effectively Absolute Continuity and Effective Jordan Decomposability. CCA 2002: 213-224 - 2001
- [c9]Robert Rettinger, Xizhong Zheng, Romain Gengler, Burchard von Braunmühl:
Weakly Computable Real Numbers and Total Computable Real Functions. COCOON 2001: 586-595 - [c8]Robert Rettinger, Xizhong Zheng, Romain Gengler, Burchard von Braunmühl:
Monotonically Computable Real Numbers. DMTCS 2001: 187-201
1990 – 1999
- 1994
- [c7]Burchard von Braunmühl, Romain Gengler, Robert Rettinger:
The Alternation Hierarchy for Machines with Sublogarithmic Space is Infinite. STACS 1994: 85-96 - 1993
- [j2]Burchard von Braunmühl, Romain Gengler, Robert Rettinger:
The Alternation Hierarchy for Sublogarithmic Space is Infinite. Comput. Complex. 3: 207-230 (1993) - [c6]Burchard von Braunmühl:
Alternation for Two-way Machines with Sublogarithmic Space. STACS 1993: 5-15
1980 – 1989
- 1983
- [j1]Burchard von Braunmühl, Stephen A. Cook, Kurt Mehlhorn, Rutger Verbeek:
The Recognition of Deterministic CFL's in Small Time and Space. Inf. Control. 56(1/2): 34-51 (1983) - [c5]Burchard von Braunmühl, Rutger Verbeek:
Input-Driven Languages are Recognized in log n Space. FCT 1983: 40-51 - 1980
- [c4]Burchard von Braunmühl, Rutger Verbeek:
A Recognition Algorithm for Deterministic CFLS optimal in Time and Space. FOCS 1980: 411-420
1970 – 1979
- 1979
- [c3]Burchard von Braunmühl, Eckehart Hotzel:
Supercounter Machines. ICALP 1979: 58-72 - [c2]Burchard von Braunmühl, Rutger Verbeek:
Finite-Change Automata. Theoretical Computer Science 1979: 91-100 - 1975
- [c1]Burchard von Braunmühl:
Zwei-Zähler-Automaten mit gekoppelten Bewegungen. GI Jahrestagung 1975: 280-289
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