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Abstract Quote by Doron Zeilberger

“You can keep counting forever. The answer is infinity. But, quite frankly, I don't think I ever liked it. I always found something repulsive about it. I prefer finite mathematics much more than infinite mathematics. I think that it is much more natural, much more appealing and the theory is much…” quote by Doron Zeilberger
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“You can keep counting forever. The answer is infinity. But, quite frankly, I don't think I ever liked it. I always found something repulsive about it. I prefer finite mathematics much more than infinite mathematics. I think that it is much more natural, much more appealing and the theory is much more beautiful. It is very concrete. It is something that you can touch and something you can feel and something to relate to. Infinity mathematics, to me, is something that is meaningless, because it is abstract nonsense.”

Doron Zeilberger

About This Quote

Source Interview: Mathematics Podcast, 2023

The speaker argues finite mathematics is more natural, concrete, and beautiful than abstract infinity, which they view as meaningless.

In simple terms: Finite math feels real and useful; infinity feels abstract.

Key Takeaway

Focus on tangible, concrete problems.

Themes

mathematics philosophy concreteness

Mood

reflective critical

Type

philosophical analytical

When to use this quote

  • teaching
  • research
  • problem solving
  • curriculum design
  • public outreach

Key Concepts

finite vs infinite beauty of math abstraction

Questions to Reflect On

  • Do you value practicality over abstraction?
  • How can abstract concepts become concrete?
A Different Perspective

Infinity can model essential phenomena and drive deep insights.

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