We introduce a new approach to meteoroid stream identification, based on a
distance function involving four geocentric quantities that are directly li
nked to observations; the new distance function is thus defined in a space
that has as many dimensions as the number of independently measured physica
l quantities, at variance from the conventional orbital similarity criterio
n of Southworth & Hawkins. Two of the new variables turn out to be near-inv
ariant with respect to the principal secular perturbation affecting meteoro
id orbits, the one associated with the cycle of omega.