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... Now we get to factoring a polynomial over Fp . Given a polynomial of degree f over Fp , it is enough to get one non-trivial1 factor of f. As we said in the last few lectures, the first thing to do is to check if f is square free. If it isn’t we can just return the square-free part of f as a factor a ...
... Now we get to factoring a polynomial over Fp . Given a polynomial of degree f over Fp , it is enough to get one non-trivial1 factor of f. As we said in the last few lectures, the first thing to do is to check if f is square free. If it isn’t we can just return the square-free part of f as a factor a ...
Name:_____________________________ Date:_____ Period:____ Dividing Polynomials
... When we want to divide a polynomial by a monomial, we can simply divide each part by that monomial. However, we cannot do the same thing when dividing a polynomial by another polynomial. For this we have to use long division. Long division involving polynomials is similar to the long division that y ...
... When we want to divide a polynomial by a monomial, we can simply divide each part by that monomial. However, we cannot do the same thing when dividing a polynomial by another polynomial. For this we have to use long division. Long division involving polynomials is similar to the long division that y ...
Theory of Algorithms - Baylor University | Texas
... For Each Algorithm Find a Function f(n) The Argument n is the Size of the Input The Function f(n) Gives the Amount of Time Required to Process the Input For Any Machine there Must be a Constant K such that Kf(n) is Close to the Real Run Time on Machine M. K Also Depends on the Algorithm ...
... For Each Algorithm Find a Function f(n) The Argument n is the Size of the Input The Function f(n) Gives the Amount of Time Required to Process the Input For Any Machine there Must be a Constant K such that Kf(n) is Close to the Real Run Time on Machine M. K Also Depends on the Algorithm ...
