Abstract
Relativistic three-dimensional quasipotential(equal-time) equations are considered which describebound states of a fermion and a boson of spin S = 0 orS = 1. The spin structure of the interactionquasipotentials in such systems is studied, and thecorresponding partial-wave equation for the simplestcase is obtained. Such equations can be used incalculations of energy spectra, decay rates, andstructure functions of quark-diquark systems (nucleons and theirresonances) and for the description of the (π μ)atom as well.
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