Examples of using Binary string in English and their translations into Portuguese
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Colloquial
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Medicine
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Financial
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Ecclesiastic
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Ecclesiastic
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Computer
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Official/political
Each chromosome has one binary string.
It is a binary string representing the image file.
The domain"P" of"F" consists of an infinite set of binary strings: formula_9.
For example, binary strings are exactly the words on the alphabet.
Similarly, our construction associates to every binary string α, a Turing machine Mα.
For a finite binary string w we let Cw denote the cylinder generated by w.
For example, numbers can be represented as binary strings using the binary encoding.
For binary strings"a" and"b" the Hamming distance is equal to the number of ones(population count) in"a" XOR"b.
You can see the further growth of the binary string in the comparative table on the LINK of this document.
This can be rephrased as: the domain of"F" is a prefix-free code(instantaneous code)on the set of finite binary strings.
For example let formula_82 be the set of all infinite binary strings which aren't all 0 or equivalently the set of all non-empty sets of integers.
An effective open set is an open set that is the union of the sequence of basic open sets determined by a recursively enumerable sequence of binary strings.
For example, the collection of all binary strings that contain exactly 3 ones is a language over the binary alphabet.
To prove this,an injection will be constructed from the set T of infinite binary strings to the set R of real numbers.
Alternatively, a separate binary string consisting of 1s in the positions where an item begins, and 0s everywhere else is encoded along with it.
Suppose that F is a partial function that takes one argument, a finite binary string, and possibly returns a single binary string as output.
Precise definitions==A binary string is said to be random if the Kolmogorov complexity of the string is at least the length of the string. .
To see this,we will build a one-to-one correspondence between the set"T" of infinite binary strings and a subset of R the set of real numbers.
Given str a binary string, this function returns y the decimal number whose the binary representation is given by str y and str have the same size.
The search facility supports Boolean logic, regular expressions, whole word andfuzzy matching, binary string search, and multiple location search.
Usually for an input that is represented as a binary string b1,…, bk it is assumed that the algorithm can in time O(1) request and obtain the value of bi for any i.
In the previous example, we downloaded the image as a binary"file" by overriding the server's mime type andprocessing the response text as a binary string.
This machine will finish in an accept state, if the binary string contains an even number of 0s including any binary string containing no 0s.
A decision problem, a subset of{0,1}*, let formula_6 be a polynomial, and define:formula_7where formula_8 is some standard encoding of the pair of binary strings"x" and"w" as a single binary string.
In fact, the property of a binary string having only zeros(and no ones) can be easily proved not to be decidable by a(non-approximate) sub-linear time algorithm.
A finite string is a finite sequence of letters from an alphabet;for instance a binary string is a string drawn from the alphabet{0,1.
For instance, the language{"xx""x" is any binary string} can be solved in linear time on a multi-tape Turing machine, but necessarily requires quadratic time in the model of single-tape Turing machines.
The probability measure on Cantor space, sometimes called the fair-coin measure,is defined so that for any binary string"x" the set of sequences that begin with"x" has measure 2-_"x.
For instance, the language{"xx""x" is any binary string} can be solved in linear time on a multi-tape Turing machine, but necessarily requires quadratic time in the model of single-tape Turing machines.
In this context, we propose a solution to the modn problem,which is the determination of whether the number of 1-bits in a binary string is perfectly divisible by the positive integer n> 1.