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How do we write sets? - Answers

Sets can be written in the following ways:enumerating (listing) all its elements,defining its elements.Elements of a set may be defined mathematically or in other ways. For example "multiples of 27" or all "people in your town". Given any element, it should be possible - at least, in theory - to determine whether that element belongs to the set or not. I say "at least in theory" because it may not be possible in practice. Semi-prime numbers form a set but the science of cryptography is based on the fact that identifying the factors of semi-primes is very difficult. Given a very large number it may not be practical to determine its membership of the set of semi-primes..



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How do we write sets? - Answers

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

Sets can be written in the following ways:enumerating (listing) all its elements,defining its elements.Elements of a set may be defined mathematically or in other ways. For example "multiples of 27" or all "people in your town". Given any element, it should be possible - at least, in theory - to determine whether that element belongs to the set or not. I say "at least in theory" because it may not be possible in practice. Semi-prime numbers form a set but the science of cryptography is based on the fact that identifying the factors of semi-primes is very difficult. Given a very large number it may not be practical to determine its membership of the set of semi-primes..



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

How do we write sets? - Answers

Sets can be written in the following ways:enumerating (listing) all its elements,defining its elements.Elements of a set may be defined mathematically or in other ways. For example "multiples of 27" or all "people in your town". Given any element, it should be possible - at least, in theory - to determine whether that element belongs to the set or not. I say "at least in theory" because it may not be possible in practice. Semi-prime numbers form a set but the science of cryptography is based on the fact that identifying the factors of semi-primes is very difficult. Given a very large number it may not be practical to determine its membership of the set of semi-primes..

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      Sets can be written in the following ways:enumerating (listing) all its elements,defining its elements.Elements of a set may be defined mathematically or in other ways. For example "multiples of 27" or all "people in your town". Given any element, it should be possible - at least, in theory - to determine whether that element belongs to the set or not. I say "at least in theory" because it may not be possible in practice. Semi-prime numbers form a set but the science of cryptography is based on the fact that identifying the factors of semi-primes is very difficult. Given a very large number it may not be practical to determine its membership of the set of semi-primes..

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