Infinite Bagel Theory

The theory that if a bagel is cut horizontally, each half can be considered one bagel, allowing an infinite number of bagels to be formed from one bagel. This is to say, as long as a section of an object is identified as a whole, the entirety of its children on the same plane can also be considered whole, creating a paradox where an original object can be responsible for the creation of an infinite number of itself.

Craig: "I bought this bagel from a New York bakery and they consider half a bagel a whole bagel?"
Graham: "Yeah it supports the Infinite Bagel Theory. As long as the horizontal slice is considered whole, an endless number of bagels can be formed."

俚语	infinite bagel theory
释义	Infinite Bagel Theory The theory that if a bagel is cut horizontally, each half can be considered one bagel, allowing an infinite number of bagels to be formed from one bagel. This is to say, as long as a section of an object is identified as a whole, the entirety of its children on the same plane can also be considered whole, creating a paradox where an original object can be responsible for the creation of an infinite number of itself. Craig: "I bought this bagel from a New York bakery and they consider half a bagel a whole bagel?" Graham: "Yeah it supports the Infinite Bagel Theory. As long as the horizontal slice is considered whole, an endless number of bagels can be formed."
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