Trapline foraging-repeated sequential visits to a series of feeding lo
cations-presents interesting problems seldom treated in foraging model
s. Work on traplining is hampered by the lack of statistical, operatio
nal approaches for detecting its existence and measuring its strength.
We propose several statistical procedures, illustrating them with rec
ords of interplant flight sequences by bumble bees visiting penstemon
flowers. An asymmetry test detects deviations from binomial expectatio
n in the directionality of visits between pairs of plants. Several tes
ts compare data from one bee to another: frequencies of visits to plan
ts and frequencies of departures to particular destinations are compar
ed using contingency tables; similarities of repeated sequences within
bees are compared to those between bees by means of sequence alignmen
t and Mantel tests. We also compared observed movement patterns to tho
se generated by null models designed to represent realistic foraging b
y ono-traplining bees, examining: temporal patterns of the bee's spati
al displacement from its starting point using spectral analysis; the v
ariance of return times to particular plants; and the sequence alignme
nt of repeated cycles within sequences. We discuss the different indic
ations and the relative strengths of these approaches.