The decays mu --> ey, mu --> eyy, and mu --> ee ($) over bar e are ana
lysed in the framework of the Pati-Salam type quark-lepton symmetry SU
(4)(V)xSU(2)(L)xG(R) where the effects of mixing in the quark-lepton c
urrents are taken into account. It is shown that the mu --> eyy and mu
--> ee ($) over bar e decays via the vector leptoquark have not a GIM
-type suppression, while the mu --> ey decay has. So, the specific hie
rarchy of the decay probabilities could take place Gamma(mu --> ee ($)
over bar e) >> Gamma(mu --> eyy) >> Gamma(mu --> ey). The existing bo
unds on the vector leptoquark mass and on the mixing matrix elements,
based on the data for the mu e conversion in nuclei and for the ratio
of the K-e2 and K-p2 decays allow to set the upper limits on the branc
hing ratios at a level of 10(-18) for the mu --> eyy decay and at a le
vel of 10(-15) for the mu --> ee ($) over bar e decay.