Preface

Currently, people view and work with digital systems using the "concept of logic and multi-valued logic".  These concepts are widely used and well entrenched but replaceable by something better.  The complexity of current digital systems demand from us to change the way we view and work with them.  In this web site, I am presenting a new way to view digital systems using the "concept of priority " and the "concept of degeneracy".  Using these two concepts, I developed "a new set of unary and binary operators" and a new algebra called the "algebra of priority (AOP)".   

It is some what annoying to change from a concept that you mastered and so used to it  to a new concept that yet you have to learn.  This builds up a tendency to overlook the new concept and start saying... this can be done by my favorite concept so the new concept is okay but unnecessary.

The concepts presented in this web site really need time to be well-understood.  Because of the new notations in the equations of AOP that look bizarre for the first time.  This is because AOP uses the Greek alphabets to stand for operators rather than variables. It is much easier to view the distribution theorem written as A*(B+C)=(A*B)+(A*C) rather than Aa(Ba*C)=(AaB)a*(AaC).  But with time, one can adapt to the notation and at the end will appreciate its usage. 

Finally, I hope you will find something that worth your time.

With Best Regards,
Abu-Msamhe, R. K.