  Recently, deformed quantum systems gather lots of attention in the
literature. Dunkl formalism differs from others by containing the
difference-differential and reflection operator. It is one of the most
interesting deformations since it let us discuss the solutions according to the
even and odd solutions. In this work, we studied the ideal Bose gas and the
blackbody radiation via the Dunkl formalism. To this end, we made a liaison
between the coordinate and momentum operators with the creation and
annihilation operators which allowed us to obtain the expressions of the
partition function, the condensation temperature, and the ground state
population of the Bose gas. We found that Dunkl-condensation temperature
increases with increasing {\theta} value. In the blackbody radiation phenomena,
we found how the Dunkl formalism modifies total radiated energy. Then, we
examined the thermal quantities of the system. We found that the Dunkl
deformation causes an increase in entropy and specific heat functions as well
as in the total radiation energy. However, we observed a decrease in the
Dunk-corrected Helmholtz free energy in this scenario. Finally, we found that
the equation of state is invariant even in the considered formalism.
