# Gates

Unified notation and clarification representing numerical systems with different bases.

Handy symbolic clarification of numerical expression in all numerical system. Gate is simply the base of the numerical system.

$n[g]$

denotes a gate. In decimal system gate is denotes as $n[5*2]$

. Using polish reverse notation$n[2*2+1*2]$

.Using additionally the operator language:

$n[*+*]$

is a gate of decimal numeric system. I'll later describe in more detailed way, how to convert from standard notation being something like $10^n$

into presented here, gated notation. $\overline{g}(...)$

is a gating function, or glueing function. It takes arguments, and glues them with the assigned gate. $ǥ:= n[*+*] | \overline{g}(a,b,...)$

denotes a gating function, with a gate for decimal numerical system.

$ǥ(1,2,3) = 123_{10}$

- Operator language

Last modified 10mo ago