What is another word for exponential growth?

Pronunciation: [ˌɛkspənˈɛnʃə͡l ɡɹˈə͡ʊθ] (IPA)

When discussing exponential growth, there are various synonyms that can be used to convey the same idea. These include rapid growth, explosive growth, sudden expansion, skyrocketing, mushrooming, snowballing, and geometric progression. Each term highlights the idea that the growth pattern is exponential, with an increase in growth rate over time resulting in a significant and rapid rise in numbers. These synonyms are commonly used in a range of contexts, including in economics, biology, and technology, to describe the growth of populations, markets, and technology, among other factors. Ultimately, the use of these synonyms highlights the importance of capturing the significant impact of exponential growth patterns in various areas of life.

What are the hypernyms for Exponential growth?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

Famous quotes with Exponential growth

  • Well, the security business has been growing. I think security is one of those areas where it's to some degree not linear but maybe exponential growth.
    Sanjay Kumar
  • Anyone who believes exponential growth can go on forever in a finite world is either a madman or an economist.
    Kenneth Boulding
  • It is in the nature of exponential growth that events develop extremely slowly for extremely long periods of time, but as one glides through the knee of the curve, events erupt at an increasingly furious pace. And that is what we will experience as we enter the twenty-first century.
    Ray Kurzweil
  • What's not fully realized is that Moore's Law was not the first paradigm to bring exponential growth to computers. We had electromechanical calculators, relay-based computers, vacuum tubes, and transistors. Every time one paradigm ran out of steam, another took over.
    Ray Kurzweil
  • The “Meat” were there because of REAMDE, which had been present at background levels for several weeks now but that recently had pinballed through the elbow in its exponential growth curve and for about twelve hours had looked as though it might completely take over all computing power in the Universe, until its own size and rapid growth had caused it to run afoul of the sorts of real-world friction that always befell seemingly exponential phenomena and bent those hockey-stick graphs over into lazy S plots.
    Neal Stephenson

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