Examples of using Finite set in English and their translations into Serbian
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(iii) If A, B andC are finite sets, then.
However, no finite set of bases is sufficient for all composite numbers.
The sound system of a language is composed of a finite set of simple phonological items.
A finite set S of points, where points are represented by their coordinates x, y, z.
Quantization means each amplitude measurement is approximated by a value from a finite set.
Raster images have a finite set of digital values, called picture elements or pixels.
A digital image is a representation of a two-dimensional image as a finite set of digital values, which are called pixels.
If X and Y are finite sets with the same cardinality, and f: X-> Y, then the following are equivalent.
And this could be used to generate all hereditarily finite sets without using the axiom of union.
A finite set of symbols(i.e. the alphabet), that can be used for constructing formulas(i.e. finite strings of symbols).
They showed that a mixed-strategy Nash Equilibrium will exist for any zero-sum game with a finite set of actions.
A basic definition of algorithm would be an"orderly and finite set of operations that allow us to find the solution to a problem.
They showed that a mixed-strategy Nash equilibrium will exist for any game with a finite set of actions.
Every function from a finite set to itself has a periodic point; cycle detection is the algorithmic problem of finding such a point.
In the simplest case, shown in the first picture,we are given a finite set of points{p1,…, pn} in the Euclidean plane.
A well-known application of the inclusion-exclusion principle is to the combinatorial problem of counting all derangements of a finite set.
Let S be any finite set, f be any function from S to itself, and x0 be any element of S. For any i> 0, let xi= f(xi- 1).
In combinatorics, a permutation is usually understood to be a sequence containing each element from a finite set once, and only once.
In microeconomics models,there are usually a finite set of L commodities, and a consumer may consume an arbitrary amount of each commodity.
Discrete probability is always defined over a universe which I will denote by U andthis universe in our case is always going to be a finite set.
In the simplest and most familiar case(shown in the first picture),we are given a finite set of points{p1,…, pn} in the Euclidean plane.
Before Cantor, there were only finite sets, which are easy to understand, and“the infinite”, which was considered a topic for philosophical, rather than mathematical.
Multiclass SVM aims to assign labels to instances by using support-vector machines,where the labels are drawn from a finite set of several elements.
A key feature of language is that a simple, finite set of phonological items gives rise to an infinite lexical system wherein rules determine the form of each item, and meaning is inextricably linked with form.
In mathematics, a set of simultaneous equations, also known as a system of equations or an equation system,is a finite set of equations for which common solutions are sought.
Last point And that is that because this universe u is always going to be a finite set for us, we can actually write down the weights that the distribution assigns to every element in u And represent the entire distribution as a vector.
The contribution of John Forbes Nash in his 1951 article Non-Cooperative Games was to define a mixed strategy Nash Equilibrium for any game with a finite set of actions and prove that at least one(mixed strategy) Nash Equilibrium must exist in such a game.
We said that the discrete probability is always defined over a finite set, which we're gonna denote by U, and typically for us, U is going to be the set of all N bit binary strings, which we denote by zero 130 N. Now a probability distribution P over this universe U is basically a function that assigns to every element in the universe a weight in the interval zero to one, such that if we sum the weight of all these elements, the sum basically sums up to one.
So now we know what a distribution is, and I just want to make one last point, andthat is that because this universe U is always gonna be a finite set up for us, we can actually write down the weights that the distribution assigns to every element in U, and represent the entire distribution as a vector.
A finite field is a finite set on which the four operations multiplication, addition, subtraction and division(excluding division by zero) are defined, satisfying the rules of arithmetic known as the field axioms. The simplest examples of finite fields are the prime fields: for each prime number p, the field GF(p)(also denoted Z/pZ, F p{\displaystyle\mathbb{F}_{p}}, or Fp) of order(that is, size) p is easily constructed as the integers modulo p.