Enumeration of L-convex polyominoes by rows and columns
Theoretical Computer Science
Efficient iteration in admissible combinatorial classes
Theoretical Computer Science - In memoriam: Alberto Del Lungo (1965-2003)
Combinatorial Gray codes for classes of pattern avoiding permutations
Theoretical Computer Science
Generating restricted classes of involutions, Bell and Stirling permutations
European Journal of Combinatorics
Binary bubble languages and cool-lex order
Journal of Combinatorial Theory Series A
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The problem of exhaustively generating combinatorial objects can currently be applied to many disciplines, such as biology, chemistry, medicine and computer science. A well known approach to the exhaustive generation problem is given by the Gray code scheme for listing n-bit binary numbers in such a way that successive numbers differ in exactly one bit position. In this work, we introduce an exhaustive generation algorithm, which is general for the classes of succession rules considered in [1]. We also show that our algorithm is efficient in an amortized sense; it actually uses only a constant amount of computation per object.