Citation: B. Bollig et I. Wegener, COMPLETENESS AND NON-COMPLETENESS RESULTS WITH RESPECT TO READ-ONCE PROJECTIONS, Information and computation, 143(1), 1998, pp. 24-33
Citation: B. Bollig et I. Wegener, A VERY SIMPLE FUNCTION THAT REQUIRES EXPONENTIAL SIZE READ-ONCE BRANCHING PROGRAMS, Information processing letters, 66(2), 1998, pp. 53-57
Citation: P. Savicky et I. Wegener, EFFICIENT ALGORITHMS FOR THE TRANSFORMATION BETWEEN DIFFERENT TYPES OF BINARY DECISION DIAGRAMS, Acta informatica, 34(4), 1997, pp. 245-256
Citation: M. Sauerhoff et I. Wegener, ON THE COMPLEXITY OF MINIMIZING THE OBDD SIZE FOR INCOMPLETELY SPECIFIED FUNCTIONS, IEEE transactions on computer-aided design of integrated circuits and systems, 15(11), 1996, pp. 1435-1437
Citation: B. Bollig et al., ON THE EFFECT OF LOCAL CHANGES IN THE VARIABLE ORDERING OF ORDERED DECISION DIAGRAMS, Information processing letters, 59(5), 1996, pp. 233-239
Citation: B. Bollig et I. Wegener, IMPROVING THE VARIABLE ORDERING OF OBDDS IS NP-COMPLETE, I.E.E.E. transactions on computers, 45(9), 1996, pp. 993-1002
Citation: D. Sieling et I. Wegener, GRAPH DRIVEN BDDS - A NEW DATA STRUCTURE FOR BOOLEAN FUNCTIONS, Theoretical computer science, 141(1-2), 1995, pp. 283-310
Citation: J. Hastad et al., OPTIMAL DEPTH, VERY SMALL-SIZE CIRCUITS FOR SYMMETRICAL FUNCTIONS IN AC(0), Information and computation, 108(2), 1994, pp. 200-211
Citation: I. Wegener, THE SIZE OF REDUCED OBDDS AND OPTIMAL READ-ONCE BRANCHING PROGRAMS FOR ALMOST-ALL BOOLEAN FUNCTIONS, I.E.E.E. transactions on computers, 43(11), 1994, pp. 1262-1269
Authors:
GROSSMAN SL
WEGENER I
WANZL W
DAVIDI S
COHEN H
Citation: Sl. Grossman et al., MOLECULAR-HYDROGEN EVOLUTION AS A CONSEQUENCE OF ATMOSPHERIC OXIDATION OF COAL .3. THERMOGRAVIMETRIC FLOW REACTOR STUDIES, Fuel, 73(5), 1994, pp. 762-767
Citation: I. Wegener, BOTTOM-UP-HEAPSORT, A NEW VARIANT OF HEAPSORT BEATING, ON AN AVERAGE,QUICKSORT - (IF N IS NOT VERY SMALL), Theoretical computer science, 118(1), 1993, pp. 81-98
Citation: I. Wegener, OPTIMAL LOWER BOUNDS ON THE DEPTH OF POLYNOMIAL-SIZE THRESHOLD CIRCUITS FOR SOME ARITHMETIC FUNCTIONS, Information processing letters, 46(2), 1993, pp. 85-87
Citation: I. Wegener, A SIMPLE MODIFICATION OF XUNRANG AND YUZHANG HEAPSORT VARIANT IMPROVING ITS COMPLEXITY SIGNIFICANTLY, Computer journal, 36(3), 1993, pp. 286-288