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Is absolutely massive greater than infinite and transinfinite numbers? - Answers

Infinity is 'A number large without measure.' There is no number called infinity, or infinite. "Arbitrarily large' is a convenient shorthand, as it expresses the concept that for the present purpose, the actual size is unimportant. Transfinite numbers are smaller than infinite, yet greater than any number. These concepts are of interest in mathematics, but seldom in any real world consideration.



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Is absolutely massive greater than infinite and transinfinite numbers? - Answers

https://math.answers.com/math-and-arithmetic/Is_absolutely_massive_greater_than_infinite_and_transinfinite_numbers

Infinity is 'A number large without measure.' There is no number called infinity, or infinite. "Arbitrarily large' is a convenient shorthand, as it expresses the concept that for the present purpose, the actual size is unimportant. Transfinite numbers are smaller than infinite, yet greater than any number. These concepts are of interest in mathematics, but seldom in any real world consideration.



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https://math.answers.com/math-and-arithmetic/Is_absolutely_massive_greater_than_infinite_and_transinfinite_numbers

Is absolutely massive greater than infinite and transinfinite numbers? - Answers

Infinity is 'A number large without measure.' There is no number called infinity, or infinite. "Arbitrarily large' is a convenient shorthand, as it expresses the concept that for the present purpose, the actual size is unimportant. Transfinite numbers are smaller than infinite, yet greater than any number. These concepts are of interest in mathematics, but seldom in any real world consideration.

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      Infinity is 'A number large without measure.' There is no number called infinity, or infinite. "Arbitrarily large' is a convenient shorthand, as it expresses the concept that for the present purpose, the actual size is unimportant. Transfinite numbers are smaller than infinite, yet greater than any number. These concepts are of interest in mathematics, but seldom in any real world consideration.

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