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by Janet S. Beissinger, Uri N. Peled
http://www.combinatorics.org/Volume_4/PostScriptfiles/v4i2r04.ps
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Abstract:

A bijection is given from major sequences of length n (a variant of parking functions) to trees on f0; : : : ; ng that maps a sequence with sum \Gamma

Citations

74 Homology and shellability of matroids and geometric lattices – Björner - 1992
24 Hyperplane arrangements, parking functions and tree inversions – Stanley - 1998
22 Depth-first search as a combinatorial correspondence – Gessel, Wang - 1979
15 Hyperplane arrangements, interval orders and trees – Stanley - 1996
13 The Tutte polynomial of a graph, depth-first search, and simplicial complex partitions – Gessel, Sagan - 1996
6 On external activity and inversions in trees – Beissinger - 1982
6 Enumerative applications of a decomposition for graphs and digraphs – Gessel - 1995
2 Une famille de polynômes ayant plusiers propriétés énumeratives – Kreweras - 1980