Scott domain
In the mathematical fields of order and domain theory, a Scott domain is an algebraic, bounded-complete cpo. They are named in honour of Dana S. Scott, who was the first to study these structures at the advent of domain theory. Scott domains are very closely related to algebraic lattices, being different only in possibly lacking a greatest element. They are also closely related to Scott information systems, which constitute a "syntactic" representation of Scott domains.
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Scott domain
In the mathematical fields of order and domain theory, a Scott domain is an algebraic, bounded-complete cpo. They are named in honour of Dana S. Scott, who was the first to study these structures at the advent of domain theory. Scott domains are very closely related to algebraic lattices, being different only in possibly lacking a greatest element. They are also closely related to Scott information systems, which constitute a "syntactic" representation of Scott domains.
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In the mathematical fields of ...... ction a "Scott–Ershov" domain.
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在数学领域序理论和域理论中，斯科特域（Scott domai ...... 这些结构。斯科特域密切关系于代数格，不同之处只是缺乏最大元。
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967,482,044
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In the mathematical fields of ...... presentation of Scott domains.
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在数学领域序理论和域理论中，斯科特域（Scott domai ...... 这些结构。斯科特域密切关系于代数格，不同之处只是缺乏最大元。
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Scott domain
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斯科特域
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