a class of hybrid bidirectional associative memory neural networks with proportional delays is studied.In virtue of Brouwer fixed point theorem
the existence and uniqueness of equilibrium of the system are proved.The transformation transforms the neural networks with proportional delays into the neural networks with unequal constant delays and variable coefficients.By applying inequality techniques
a system of the quasi Halanay-type inequalities is established
and a delay-independent sufficient condition is derived for ensuring the global exponential stability of equilibrium of the system.And two examples are given to illustrate the effectiveness of obtained results.