
Tuple - Wikipedia
In mathematics, a tuple is a finite sequence or ordered list of numbers or, more generally, mathematical objects, which are called the elements of the tuple. An n-tuple is a tuple of n …
protocol theory - Why is a TCP Socket identified by a 4 tuple ...
Speaking more loosely of the "communication", it operates over exactly the same 4-tuple as a TCP connection. You will sometimes see reference to a 5-tuple of (procotol, source address, …
元组 - 维基百科,自由的百科全书
元組 (英語: Tuple)或译为 多元组,也称为 顺序组,泛指有限個 元素 所組成的 序列。 在數學及計算機科學分別有其特殊的意義。 数学 上, n元组 或 多元组 是对象个数 有限 的 序列。 …
Tuple names - Simple English Wikipedia, the free encyclopedia
Beyond these, the names continue as follows: a 3-tuple is a triple, a 4-tuple is a quadruple, a 5-tuple is a quintuple, a 6-tuple is a sextuple, a 7-tuple is a septuple, and so on. The general …
How do I work with a relation that is a set of 4-tuples?
$\begingroup$ I'm a bit confused - this looks to me like the relation will contain 4-tuples like $\sim=\{(a_{1},b_{1},c_{1},d_{1}),\dots ,(a_{n},b_{n},c_{n},d_{n})\}$ is that
How many tuples are there in a connection? - Stack Overflow
Neither: there are 6 elements, missing the address family. You've misunderstood the terminology. A TCP connection is identified by a 5-tuple. That means one tuple, with 5 elements. The five …
What is a tuple? | Definition from TechTarget
In mathematics, a tuple is an ordered sequence of values. The values can be repeated, but their number is always finite. A tuple is often represented by a comma-delimited list whose values …
Four-tuples 容斥原理_构成四边形计算 四元组的方案 容斥 编程 …
要计算几个集合并集的大小,我们要先将所有单个集合的大小计算出来,然后减去所有两个集合相交的部分,再加回所有三个集合相交的部分,再减去所有四个集合相交的部分,依此类推,一 …
Learn 5-tuple(4-tuple and 7-tuple) - CSDN博客
我们来分别聊一下4元组,5元组,7元组。 4-tuple四个维度。 源IP (source ip),源端口(source port),目的IP (destination ip),目的端口(destination port)。 5-tuple五个维度。 源IP …
Number of ordered 4-tuples - Mathematics Stack Exchange
How do we find the number of ordered 4-tuples (a, b, c, d) (a, b, c, d) such that a, b, c, d ∈ {1, 2, ⋯, 6} a, b, c, d ∈ {1, 2, ⋯, 6} and a ≤ b ≤ c ≤ d a ≤ b ≤ c ≤ d? I tried to make cases, considering …