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Type system - Wikipedia
In programming languages, a type system is a logical system comprising a set of rules that assigns a property called a type to the various constructs of a computer program, such as variables, expressions, functions or modules. These types formalize and enforce the otherwise implicit
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Xem thêmAn example of a simple type system is that of the C language. The portions of a C program are the functiondefinitions. One function is invoked by another function. The interface of a function states the name of the function and
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Xem thêmFormally, type theorystudies type systems. A programming language must have the opportunity to type check using the type system whether at
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Xem thêmThe process of verifying and enforcing the constraints of types—type checking—may occur at compile time (a static check) or at run-time. If a language specification requires its typing rules
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Xem thêmThe term polymorphism refers to the ability of code (especially, functions or classes) to act on values of multiple types, or to the ability of different instances of the same data structure to
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Xem thêmMany type systems have been created that are specialized for use in certain environments with certain types of data, or for out-of-band
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Xem thêmMany static type systems, such as those of C and Java, require type declarations: the programmer must explicitly associate each variable with a
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In the branches of mathematical logic known as proof theory and type theory, a pure type system (PTS), previously known as a generalized type system (GTS), is a form of typed lambda calculus that allows an arbitrary number of sorts and dependencies between any of these. The framework can be seen as a generalisation of Barendregt's lambda cube, in the sense that all corners of the cube can be represented as instances of a PTS with just two sorts. In fact, Barendregt (1991) fra…
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