Примери коришћења Factorization на Енглеском и њихови преводи на Српски
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So that's the factorization.
Factorization between people, while opening a company.
Here, the factorization is this.
Numeration techniques. Triangular factorization.
So let's just do the factorization of these right here.
Људи такође преводе
Now Bob just has the number N. He doesn't actually know the factorization.
The matrix has a unique LDU factorization under the same conditions.
So Alice happens to have this number N, andshe also knows the factorization of.
Unique factorization is essential to many proofs of number theory.
We have run several integer factorization algorithms.
The factorization is unique if we require that the diagonal of L(or U) consist of ones.
Euclidean and principal ideal domains(Z, F[x])and unique factorization domains.
The factorizations take the form of an optional unit multiplied by integer powers of Gaussian primes.
In this setting, the familiar features of the integers(e.g. unique factorization) need not hold.
The other factor in such a factorization of p(x) can be obtained by polynomial long division or synthetic division.
During five years,DEGONG supplied much help to me and let me become to a factorization company from a little bar.
The factorizations are often not unique in the sense that the unit could be absorbed into any other factor with exponent equal to one.
At the same time they should not be too close together, orelse the number can be quickly factored by Fermat's factorization method.
Examples include Gaussian elimination,the QR factorization method for solving systems of linear equations, and the simplex method of linear programming.
Furthermore, it can be used together with the suffix array to compute the Lempel-Ziv LZ77 factorization in O( n){\displaystyle O(n)} time.
This is not just about proving the factorization of N. In fact, almost any puzzle that you want to prove that you know an answer to, you can prove it is your knowledge.
Modern techniques for factoring polynomials are fast and efficient, butuse sophisticated mathematical ideas(see factorization of polynomials).
Mathematical factorization is the decomposition of an object(e.g. number, polynomial, or matrix) into a product of other objects which when multiplied together give the original.
There are several known primality tests that can determine whether a number is prime or composite,without necessarily revealing the factorization of a composite input.
Lejeune Dirichlet noted that many results of number theory,such as unique factorization, would hold true for any other system of numbers to which the Euclidean algorithm could be applied.
I come home from the bone-marrow-transplant wards on a January morning and play with my dog, rearrange the furniture, andpractice polynomial factorization with my daughter.
Specifically it takes time O((log N)3),demonstrating that the integer factorization problem can be efficiently solved on a quantum computer.
The reverse rewriting rule, called"factor", requires a non-trivial algorithm,which is thus a key function in computer algebra systems(see Polynomial factorization).
Change of form of expressions: expanding products and powers,partial and full factorization, rewriting as partial fractions, constraint satisfaction, rewriting trigonometric functions as exponentials, transforming logic expressions, etc.
If, in addition, the polynomial f(x) has integer coefficients,then q must evenly divide the integer portion of the highest common factor of the terms of the polynomial, and, in the factorization of f(x), only the factor(qx- p) will be visible.