Examples of using Polynomial in English and their translations into Chinese
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If the power of the independent variable(X) is more than 1, then it's known as polynomial regression.
All three of the polynomial functions below represent linear regression(note: we are ignoring a 0 degree case which is not useful in this context).
For an infinite impulse response(IIR) filter, the transfer function is not a polynomial, but a rational function.
Even leading techniques can calculate only polynomial functions- a nonstarter for the many activation functions in machine learning that are non-polynomial.
Using the data from the previous table, we first perform the least squares regression procedure to determine the coefficients for each polynomial.
Birkar, a member of Cambridge's Department of Pure Mathematics and Mathematical Statistics, won the award for his work on categorising different kinds of polynomial equations.
If your data points clearly will not fit a linear regression(a straight line through all data points), it might be ideal for polynomial regression.
Rolnick and Tegmark proved the utility of depth by asking neural networks to perform a simple task: multiplying polynomial functions.
Here, P are the problems that may be solved in polynomial time; NP are those whose solution may be verified in polynomial time.
Note: The result 0.94 shows that there is a very good relationship, and we can use polynomial regression in future predictions.
Again, due to the properties of BLS primitives, the resulting final secret key share matches the result of the polynomial evaluation of FS(x).
Any given abstract machine will have a complexity class corresponding to the problems which can be solved in polynomial time on that machine.
The result: 0.00995 indicates a very bad relationship, and tells us that this data set is not suitable for polynomial regression.
(Checking each polynomial separately for smoothness would result in total running time larger than 2^128.).
It is always the case that the highest-degree polynomial possible is n- 1, and in this case that means 3(4- 1).
Any polynomial equation has at least one solution in the complex numbers, a result so important that mathematicians call it the fundamental theorem of algebra.
In its factored form, this chromatic polynomial tells us something interesting: q= 2 is a root.
It asks whether every problem whose solution can be verified in polynomial time can also be solved in polynomial time.
Polynomial comes from poly-(meaning“many”) and nomial-(in this case meaning“term”)….
Where p and q are elements of K such that the right hand side polynomial x3- px- q does not have any double roots.