polynomial in A Sentence

    1

    Two Polynomials are equal if:.

    0
    2

    where R is a multivariable Polynomial.

    0
    3

    Sextic function: Sixth degree Polynomial.

    0
    4

    upward planar drawing is also Polynomial.

    0
    5

    Vieta's formula and the roots of the Polynomial Cubens.

    0
    6

    Pafnuty Chebyshev because its mathematical characteristics are derived from Chebyshev Polynomials.

    0
    7

    classified cubic plane curves(Polynomials of degree three in two variables), made

    0
    8

    If the Polynomial it know its roots: then this Polynomial can factorize:.

    0
    9

    An equation of the form x=0, where x is a Polynomial. population.

    0
    10

    Negative results- Showing that certain classes cannot be learned in Polynomial time.

    0
    11

    The graphs of these Polynomials(up to n = 5) are shown below:.

    0
    12

    Since is a root of the Polynomial then this Polynomial is divided into;

    0
    13

    He could find the integral formula for any Polynomial without having developed a general formula.

    0
    14

    Then, I will give you a proof which you can easily verify in Polynomial time.

    0
    15

    True/False: NP is the set of decision problems that can be solved in Polynomial time.

    0
    16

    P(Polynomial Time): As name itself suggests, these are the problems which can be solved in Polynomial time.

    0
    17

    Are rational numbers, find the degree of Polynomial a + bx + cx3 + dx5(d ≠ 0).

    0
    18

    In computational learning theory, a computation is considered feasible if it can be done in Polynomial time.

    0
    19

    That is, given an instance of the problem, the answer yes or no can be decided in Polynomial time.

    0
    20

    But first, an NP-hard problem is a problem for which we cannot prove that a Polynomial time solution exists.

    0
    21

    If we can solve these problems in Polynomial time, we can solve any NP problem that can possibly exist.

    0
    22

    Definition: Polynomial- the sum of a finite number of a single term(each of which is a member of the Polynomial).

    0
    23

    (ii) the number of solutions to the problem should be finite and each solution should be of Polynomial length, and.

    0
    24

    (iii) given a Polynomial length solution, we should be able to say whether the answer to the problem is yes/no.

    0
    25

    P is a complexity class that represents the set of all decision problems that can be solved in Polynomial time.

    0
    26

    For example, multiply the Polynomials x + 5 and x- 7 by multiplying every term by every other term, as follows:.

    0
    27

    Finding out the exact computational complexity of Polynomial Identity Testing is one of the most important unsolved problems in this subject area.

    0
    28

    Mathematicians, he said, have learned that Polynomials over finite fields behave a lot like integers- the whole numbers on the number line.

    0
    29

    The residual is the error caused by the trial functions, and the weight functions are Polynomial approximation functions that project the residual.

    0
    30

    The result is not obvious, as some small size circuits can compute very large Polynomials, and the solutions of those can be large.

    0


Related Words

leprosy in a sentencegrooves in a sentencewiggled in a sentenceboru in a sentenceroamed in a sentenceriker in a sentencekiln in a sentencefacetiming in a sentencemixtape in a sentencebriquette in a sentenceforlorn in a sentencedownshifting in a sentencejavascript-based in a sentenceraaz in a sentenceowner-occupied in a sentencecompartment in a sentenceboniface in a sentenceinterpretations in a sentencebowels in a sentencebezawada in a sentence