  In our previous publications we have developed some elements of
Noncommutative calculus on the enveloping algebras of $A_m$ type, in
particular, analogs of the partial derivatives and de Rham complex were
defined. Also, we introduced the notion of quantization with Noncommutative
configuration space and quantized a few dynamical models in this sense. In the
current paper we propose a method of quantizing the Yang-Mills models in same
sense.
