Notation for $\{n\in\mathbb{Z}:n\ge m\}$ for a given $m\in\mathbb{Z}$

Question

Is there a standard notation for the set of integers which are greater than or equal to a fixed integer $m$?

Answer 1

Collecting all comments together (to push it out of unanswered queue):

1. $\Bbb Z_{\ge m}$
2. $\Bbb Z^+ \text\I_{m-1}$, where $I_m:=\{n\in\Bbb N: n\le m\}$, from Real Analysis by Elon Lages Lima.

Quoting following similar questions (on $\Bbb R$):

1. How does one denote the set of all positive real numbers?
2. Correct notation for “for all positive real $c$”