  In this paper using the Clifford and spin-Clifford bundles formalism we show
how Weyl and Dirac equations formulated in the spin-Clifford bundle may be
written in an equivalent form as generalized Maxwell like form formulated in
the Clifford bundle. Moreover, we show how Maxwell equation formulated in the
Clifford bundle formalism can be written as an equivalent equation for a spinor
field in the spin-Cillford bundle. Investigating the details of such
equivalences this exercise shows explicitly that a fermionic field is
equivalent (in a precise sense) to an equivalence class of well defined boson
fields and that a bosonic field is equivalent to a well defined equivalence
class of fermionic fields These equivalences may be called the bosonization of
fermionic fields and the fermionization of bosonic fields.
