Genetics, Vol. 157, 851-857, February 2001, Copyright © 2001

Two-Generation Analysis of Pollen Flow Across a Landscape. II. Relation Between {Phi}ft, Pollen Dispersal and Interfemale Distance

Frédéric Austerlitza,b and Peter E. Smousea
a Department of Ecology, Evolution and Natural Resources, Cook College, Rutgers University, New Brunswick, New Jersey 08901-8551
b Laboratoire Evolution et Systématique, CNRS UPRESA 8079, Université Paris-Sud, F-91405 Orsay Cedex, France

Corresponding author: Frédéric Austerlitz, Laboratoire de Génétique et d'Amélioration des Arbres Forestiers, INRA--Domaine de l'Hermitage, B. P. 45, Pierroton, F-33611 Cestas Cedex, France., austerli{at}pierroton.inra.fr (E-mail)

Communicating editor: M. A. ASMUSSEN

We study the behavior of {Phi}ft, a recently introduced estimator of instantaneous pollen flow, which is basically the intraclass correlation of inferred pollen cloud genetic frequencies among a sample of females drawn from a single population. Using standard theories of identity by descent and spatial processes, we show that {Phi}ft depends on the average distance of pollen dispersal ({delta}) and on the average distance between sampled mothers (). Provided that mothers are sampled far enough apart ( > 5{delta}), {Phi}ft becomes independent of and is then inversely proportional to the square of {delta}. Provided that this condition is fulfilled, {delta} is directly estimable from {Phi}ft. Even when < 5{delta}, estimation can easily be achieved via numerical evaluation. We show that the relation between {Phi}ft and {delta} is only modestly affected by the shape of the distribution function, a result of importance, since this shape is generally unknown. We also study the impact of adult density within the population on {Phi}ft, showing that to achieve the correct inference of {delta} from {Phi}ft it must be taken into account, but that it has no effect on the distance at which mothers must be sampled.





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