---
title: "Strict asymptotic lower order mathematical notation"
description: "Strict asymptotic lower order is a recurring research-paper notation family. States that a function eventually dominates another so their absolute ratio…"
canonical_url: "https://fanout.sh/labs/math-decoder/symbol/little-omega"
md_url: "https://fanout.sh/labs/math-decoder/symbol/little-omega.md"
last_updated: "2026-08-09"
access: "public"
---

# Strict asymptotic lower order mathematical notation

Strict asymptotic lower order is a recurring research-paper notation family. States that a function eventually dominates another so their absolute ratio…

## Public overview

Strict asymptotic lower order is a recurring research-paper notation family. States that a function eventually dominates another so their absolute ratio grows without bound.

Strict asymptotic lower order: States that a function eventually dominates another so their absolute ratio grows without bound. Example: Quadratic growth eventually exceeds every constant multiple of linear growth.

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