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### Some of the most common ML Algorithms are listed below. Feel free to suggest other algorithms, not on the list. and we'll update it.
**Name**
- [ ] Multiple Linear Regression
- [ ] Lasso Re…
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I have found that when dividing by a polynomial divisible by a large power of x, by a linear polynomial, it takes too much time. The algorithm is thus, no longer linear in the degree of polynomial
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Hello,
I have some feedback on your technical document.
**Plonkish Relation Section:**
- I found it quite challenging to read the table on instances (especially the last lines) at the beginning…
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The set of algebraic numbers is the set of all numbers that are roots of polynomials having rational coefficients. Since the set of algebraic numbers is algebraically closed it should be possible to r…
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The goal of this patch is to speed-up NTL's factoring algorithm for polynomials in Z[X]. The speed-up comes from using fpLLL rather than NTL's native LLL algorithm. We do this by converting a ZZ_m…
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We know from theory that finding a single max likelihood flow is a mcf problem and thus polynomial.
Thus the argument in a completly static network (where noone but us makes a payment) would probab…
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A student asked:
> For problem 2. What range of functions should we include in order to test the gradient descent algorithm that we create? Are polynomial and trig functions enough?
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Pollard's Rho Algorithm is a very interesting and quite accessible algorithm for factoring numbers. It is not the fastest algorithm by far but in practice it outperforms trial
division by many orders…
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Currently there is only built-in support for polynomial multiplication with Bit coefficients. However, one could make a polynomial multiplication over an arbitrary ring:
`convolute : {r} ( Ring r )…
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There are many widely used CRC algorithms, but the Go standard library implementation only supports CRC32s with reversed polynomials.
There are various terms for these variants: In https://reveng.s…