theorem of vs theorem in

Both 'theorem of' and 'theorem in' are correct, but they are used in different contexts. 'Theorem of' is commonly used when referring to the name of a specific theorem, while 'theorem in' is used when discussing the topic or field in which a theorem exists.

Last updated: March 23, 2024 • 634 views

This phrase is correct and commonly used when referring to the name of a specific theorem.

"theorem of"

This phrase is used when mentioning the name of a particular theorem, such as 'the theorem of Pythagoras' or 'the theorem of calculus'.

Examples:

the theorem of Pythagoras
the theorem of calculus
the theorem of relativity
the theorem of probability
the theorem of geometry

Show examples from the web [+]

I'm a biologist, and the central theorem of our subject: the theory of design, Darwin's theory of evolution by natural selection. In professional circles everywhere, it's of course universally accepted.
I'm a biologist, and the central theorem of our subject: the theory of design, Darwin's theory of evolution by natural selection.
Kurt Gödel formulated the Theorem of Incompleteness.
And was concerned with developing the basic theorems of the calculus as rigorously as possible.
And you can stitch all sorts of mathematical theorems onto these surfaces.
Twenty years ago I began here with this page of geometrical theorems.
Sweet Clyde, characterize your inversion theorem.
Exactly, Gödel's incompleteness theorem.
That concludes the first part of the Prime Number Theorem.
He's like a human pythagorean theorem.
I sometimes think Martin loved his theorems and experiments more than he did me.
Well, Newton discovered Binomial Theorem aged 22.
But Euler's Theorem gives you that immediately.
Then he's throwing back milkshakes rewriting the relativity theorem.
It's frustrating you think it can be solved like a theorem.
The sequence has an interesting connection to Pythagoras' theorem and the Golden Section.
At first blush, the theorem appears quite convincing.
But I've just solved Fermat's theorem.
For centuries mathematicians have tried in vain to answer that theorem.
Graham Allison called it his rationality theorem.

Alternatives:

Pythagoras' theorem
calculus theorem
relativity theorem
probability theorem
geometry theorem

This phrase is correct and commonly used when discussing the topic or field in which a theorem exists.

"theorem in"

This phrase is used when talking about the area of study or field in which a particular theorem is relevant, such as 'theorem in mathematics' or 'theorem in physics'.

Examples:

theorem in mathematics
theorem in physics
theorem in logic
theorem in computer science
theorem in economics

Show examples from the web [+]

This: an engraved sticker containing all the mathematical theorems and formulas in the world.
Sweet Clyde, characterize your inversion theorem.
Exactly, Gödel's incompleteness theorem.
That concludes the first part of the Prime Number Theorem.
He's like a human pythagorean theorem.
I sometimes think Martin loved his theorems and experiments more than he did me.
Well, Newton discovered Binomial Theorem aged 22.
But Euler's Theorem gives you that immediately.
Then he's throwing back milkshakes rewriting the relativity theorem.
It's frustrating you think it can be solved like a theorem.
The sequence has an interesting connection to Pythagoras' theorem and the Golden Section.
Kurt Gödel formulated the Theorem of Incompleteness.
At first blush, the theorem appears quite convincing.
But I've just solved Fermat's theorem.
For centuries mathematicians have tried in vain to answer that theorem.
And you can stitch all sorts of mathematical theorems onto these surfaces.
Graham Allison called it his rationality theorem.
Jessi probably could help you With your geometry theorems.
They called it "The Impossibility Theorem".
I know a little bit about the Pythagorean theorem.

Alternatives:

mathematics theorem
physics theorem
logic theorem
computer science theorem
economics theorem

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theorem of vs theorem in

"theorem of"

"theorem in"

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