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idempotent    
n. 鉴一性

鉴一性

idempotent
幂等

idempotent
*幂等

idempotent
adj 1: unchanged in value following multiplication by itself;
"this matrix is idempotent"

1. A function f : D -> D is idempotent if

f (f x) = f x for all x in D.

I.e. repeated applications have the same effect as one. This
can be extended to functions of more than one argument,
e.g. Boolean & has x & x = x. Any value in the {image} of an
idempotent function is a {fixed point} of the function.

2. This term can be used to describe {C} header files, which
contain common definitions and declarations to be included by
several source files. If a header file is ever included twice
during the same compilation (perhaps due to nested #include
files), compilation errors can result unless the header file
has protected itself against multiple inclusion; a header file
so protected is said to be idempotent.

3. The term can also be used to describe an initialisation
subroutine that is arranged to perform some critical action
exactly once, even if the routine is called several times.

[{Jargon File}]

(1995-01-11)


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  • Idempotence - Wikipedia
    Idempotence (UK: ˌɪdɛmˈpoʊtəns , [1] US: ˈaɪdəm - ) [2] is the property of certain operations in mathematics and computer science whereby they can be applied multiple times without changing the result beyond the initial application
  • What is idempotency in HTTP methods? - Stack Overflow
    Idempotency is a property of HTTP methods A request method is considered idempotent if the intended effect on the server of multiple identical requests with that method is the same as the effect for a single such request
  • What is Idempotence? Explained with Real-World Examples
    Idempotence is a property of an operation that ensures that, if the operation is repeated once or more than once, you get the same result Apply it once or more and the outcome's the same, idempotence is the name All rhyming aside, idempotence is an important concept often used in the design of everyday things
  • Idempotency - What is an Idempotent REST API? - REST API Tutorial
    A REST API is called idempotent when making multiple identical requests to an API has the same effect as making a single request In the realm of RESTful web services, idempotency relates to the concept that making the same API request multiple times should yield the same result as making it just once
  • IDEMPOTENT Definition Meaning - Merriam-Webster
    The meaning of IDEMPOTENT is relating to or being a mathematical quantity which when applied to itself under a given binary operation (such as multiplication) equals itself; also : relating to or being an operation under which a mathematical quantity is idempotent
  • What Is an Idempotent Operation? | Baeldung on Computer Science
    Simply put, we can perform an idempotent operation multiple times without changing the result Furthermore, the operation must not cause any side effects after the first successful execution Let’s look at two simple examples
  • Idempotency - What it is and How to Implement it | Alex Hyett
    A request method is considered "idempotent" if the intended effect on the server of multiple identical requests with that method is the same as the effect for a single such request So if we call an API multiple times with the same request, then it is considered idempotent if it has the same effect on the server as if we had only sent one request
  • Idempotent Laws - GeeksforGeeks
    The Idempotent Laws are key principles in algebra, particularly in Boolean algebra and set theory, where operations on certain elements yield the same result when applied multiple times The term "idempotent" refers to an operation that, when applied more than once to an element, produces the same result as if it had been applied only once
  • Idempotent - Encyclopedia of Mathematics
    idempotent element An element $e$ of a ring, semi-group or groupoid equal to its own square: $e^2=e$ An idempotent $e$ is said to contain an idempotent $f$ (denoted by $e\geq f$) if $ef=e=fe$ For associative rings and semi-groups, the relation $\geq$ is a partial order on the set $E$ of idempotent elements, called the natural partial order





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