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Hyper-real ideals were first introduced by functional analyst Edwin Hewitt in 1948 as part of his program of studying spaces of continuous functions. The related hyperreal fields can be taken as a basis for Abraham Robinson's framework with infinitesimals, with numerous applications in other fields, some of them mentioned herehere.

Hyper-real ideals were first introduced by functional analyst Edwin Hewitt in 1948 as part of his program of studying spaces of continuous functions. The related hyperreal fields can be taken as a basis for Abraham Robinson's framework with infinitesimals, with numerous applications in other fields, some of them mentioned here.

Hyper-real ideals were first introduced by functional analyst Edwin Hewitt in 1948 as part of his program of studying spaces of continuous functions. The related hyperreal fields can be taken as a basis for Abraham Robinson's framework with infinitesimals, with numerous applications in other fields, some of them mentioned here.

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Mikhail Katz
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Hyper-real ideals were first introduced by functional analyst Edwin Hewitt in 1948 as part of his program of studying spaces of continuous functions. The related hyperreal fields can be taken as a basis for Abraham Robinson's framework with infinitesimals, with numerous applications in other fields, some of them mentioned here.