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1. Numbering scheme: There are many different numbering schemes for assigning nominal numbers to entities. These generally require an agreed set of rules, or a central coordinator. (System of rules for assigning mathematical values to database items) [100%] 2023-02-14 [Identifiers]
2. Numbering: NUMBERING See DAVID; QUIRINIUS. See DAVID; QUIRINIUS. [82%] 1915-01-01
3. Numbering (computability theory): In computability theory a numbering is the assignment of natural numbers to a set of objects such as functions, rational numbers, graphs, or words in some formal language. A numbering can be used to transfer the idea of computability and ... (Computability theory) [82%] 2024-03-15 [Theory of computation] [Computability theory]...
4. Kabat numbering scheme: The Kabat numbering scheme is a scheme for the numbering of amino acid residues in antibodies based upon variable regions. The scheme is useful when comparing these variable regions between antibodies. [81%] 2023-05-02 [Chemical numbering schemes] [Antibodies]...
5. Nemering: Nemering ist ein Ortsteil der Gemeinde Schaufling im niederbayerischen Landkreis Deggendorf. Das Dorf liegt im Lallinger Winkel etwa zwei Kilometer westlich von Schaufling in der Nähe der Staatsstraße 2133. [61%] 2024-01-21
6. Nemering: Nemering ist ein Ortsteil der Gemeinde Schaufling im niederbayerischen Landkreis Deggendorf. Das Dorf liegt im Lallinger Winkel etwa zwei Kilometer westlich von Schaufling in der Nähe der Staatsstraße 2133. [61%] 2023-06-19
7. Scheme (programming language): Scheme is a dialect of the Lisp family of programming languages. Scheme was created during the 1970s at the MIT Computer Science and Artificial Intelligence Laboratory (MIT AI Lab) and released by its developers, Guy L. (Dialect of Lisp) [58%] 2023-11-27 [Scheme (programming language)] [Academic programming languages]...
8. Scheme: This is a placeholder for Portal:Engineering and Technology --> School:Computer Science --> Topic:Computer Programming --> Scheme This Programming Language resource is a "stub". Learn how you can help Wikiversity to develop it. [58%] 2023-12-18 [Programming languages]
9. Scheme (mathematics): Schemes, and functions between them, are the principal objects of study in modern algebraic geometry. Algebraic geometry began as the study of varieties, geometric figures described by polynomial equations with coefficents in a field. (Mathematics) [58%] 2023-06-17
10. Scheme (programming language): Scheme is functional programming language developed by Guy L. Steele. (Programming language) [58%] 2023-07-05
11. Scheme: A scheme is a ringed space that is locally isomorphic to an affine scheme. More precisely, a scheme consists of a topological space $X$ (the underlying space of the scheme) and a sheaf $\def\cO{ {\mathcal O}}\cO_X$ of commutative ... (Mathematics) [58%] 2023-11-04
12. Scheme (mathematics): In mathematics, a scheme is a mathematical structure that enlarges the notion of algebraic variety in several ways, such as taking account of multiplicities (the equations x = 0 and x = 0 define the same algebraic variety but different schemes) and ... (Mathematics) [58%] 2024-03-26 [Scheme theory]
13. Scheme: Scheme是一种函数式编程语言，是Lisp的两种主要方言之一，不同于与之并列的Common Lisp，Scheme遵循極簡主義（英语：Minimalism (computing)）哲学，以一个小型语言核心作为标准，加上各种强力语言工具（语法糖）来扩展语言本身。Scheme是第一個使用靜態作用域的Lisp方言，也是第一个引入头等续体和“干净宏”的编程语言。 在1975年，麻省理工學院的傑拉德·傑伊·薩斯曼與蓋伊·史提爾二世，開發出了Scheme語言最初版本，隨後兩人通過發表「λ論文集」而不斷對它進行完善和推廣。Scheme與λ演算關係十分密切，故將小寫字母「λ」用作標誌。 麻省理工學院與其他一些院校，曾采用Scheme教授计算机科学入門課程。著名的入門教材《计算机程序的构造和解释》（SICP）. [58%] 2024-03-28 [动态类型编程语言] [学术的编程语言]...
14. Scheme (mathematics): In mathematics, a scheme is a mathematical structure that enlarges the notion of algebraic variety in several ways, such as taking account of multiplicities (the equations x = 0 and x = 0 define the same algebraic variety but different schemes) and ... (Mathematics) [58%] 2024-08-22 [Scheme theory]
15. Finger numbering: The First finger is an ambiguous term in the English language due to the two competing finger numbering systems that can be used. It might refer to either the thumb or the index finger, depending on the context. [58%] 2023-11-24 [Fingers]
16. Admissible numbering: In computability theory, admissible numberings are enumerations (numberings) of the set of partial computable functions that can be converted to and from the standard numbering. These numberings are also called acceptable numberings and acceptable programming systems. (Concept in computability theory) [58%] 2023-08-15 [Theory of computation] [Computability theory]...
17. Gödel numbering: In mathematical logic, a Gödel numbering is a function that assigns to each symbol and well-formed formula of some formal language a unique natural number, called its Gödel number. The concept was developed by Kurt Gödel for the proof ... (Function in mathematical logic) [58%] 2022-10-17 [Mathematical logic] [Theory of computation]...
18. Bekker numbering: Bekker numbering or Bekker pagination is the standard form of citation to the works of Aristotle. It is based on the page numbers used in the Prussian Academy of Sciences edition of the complete works of Aristotle and takes its ... (Philosophy) [58%] 2023-06-04 [Ancient Greek philosophy studies]
19. Value numbering: Value numbering is a technique of determining when two computations in a program are equivalent and eliminating one of them with a semantics-preserving optimization. Global value numbering (GVN) is a compiler optimization based on the static single assignment form ... [58%] 2024-01-13 [Compiler optimizations]
20. Friedberg numbering: In computability theory, a Friedberg numbering is a numbering (enumeration) of the set of all uniformly recursively enumerable sets that has no repetitions: each recursively enumerable set appears exactly once in the enumeration (Vereščagin and Shen 2003:30). The existence ... [58%] 2023-09-11 [Computability theory]