*About mathematic relation inside header of this website (on large screens):*

which is correct, and about which I give below the orginal text from an unknown author (as he signed himself).

# Do You Want to Become an IEEE Author?

Suppose you want to publish something that is as simple as(

This is not very impressive. If you want your article to be accepted by IEEE reviewers,
you have to be more absurd. So you could complicate the left side of the expression by
using
*E*): 1 + 1 = 21 = ln(e)

and
1 = cos

The right hand side can be stated
^{2}(*x*) + sin^{2}(*x*)2 =

Therefore, (^{+∞}∑_{n=0}12^{n}*E*) can be expressed more "scientifically" as:

(

which is far more impressive. However, you should not stop here. The expression can be
further complicated by using
*E'*): ln(e) + ( cos^{2}(*x*) + sin^{2}(*x*) ) =^{+∞}∑_{n=0}12^{n}1 = cosh(y)1-tanh

and
^{2}(*y*)e =

Equation (^{ }lim_{z0}1 + 1*z*^{n}*E'*) may therefore be written as

ln

^{ }lim_{z0}1 + 1*z*^{n}+ ( cos^{2}(*x*) + sin^{2}(*x*) ) =^{+∞}∑_{n=0}cosh(y)1-tanh^{2}(*y*) 2^{n}**Note:**Other methods of similar nature could also be used to enhance you prestige, once you grasp the underlying principles.

The author of this "scientific" study is unknown.