Any engineer learns the mathematical notation through which two real numbers, for example,

1. Professional Elegancy (or how to write paper for IEEE journal) ... Any engineer learns the mathematical notation through which two real numbers, for example, can be written down very simply. Even so, this form is wrong, for being too trivial and for showing a total lack of style.

2. Since our very first Math lessons we have known that, and also that, besides this, everybody knows that,

3. So being, the expression, can be re-written in a more elegant form, which, as we can easily observe, is a lot more scientific and easier to understand.

4. It is known that: and that,

5. Hence resulting, and can further be written as follows, offering substantial clarity and tranparency,

6. Considering that, and that the inverted matrix of a transposed matrix equals the transposed matrix of an inverted matrix (presuming an unidimentional space), we obtain the following simplification (using vectorial notation ),

7. If both expressions are unified, and we would obviously obtain,

8. Applying the above simplifications Obtaining finaly, in a total elegant form, legible, brief and comprehencible to anyone, the equation: (which, being honest, is by far more professional than the original )

9. Send this message to your colleagues who like to publish IEEE journals. Send it also to your friends, who will come to appreciate your sensible and humble engineering soul …