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标签polynomials - 这是页3 - GeneraCodice
为什么$ x ^ {15} + x ^ {14} + 1 $检测到最多32768比特的所有错误分开?
https://www.generacodice.com/cn/articolo/2454459/为什么-x-15-x-14-1-检测到最多32768比特的所有错误分开
crc
-
polynomials
-
computer-networks
cs.stackexchange
O(n log n)指数加速在O(n ^ 2)?
https://www.generacodice.com/cn/articolo/2449269/o-n-log-n-指数加速在o-n-2
complexity-theory
-
polynomials
-
big-o-notation
cs.stackexchange
同情:删除多项式中的高阶项
https://www.generacodice.com/cn/articolo/2153052/同情-删除多项式中的高阶项
python
-
sympy
-
symbolic-math
-
computer-algebra-systems
-
polynomials
StackOverflow
What is the most efficient algorithm to compute polynomial coefficients from its roots?
https://www.generacodice.com/cn/articolo/1621915/what-is-the-most-efficient-algorithm-to-compute-polynomial-coefficients-from-its-roots
time-complexity
-
polynomials
-
algorithms
cs.stackexchange
Polynomial multiplications and counting
https://www.generacodice.com/cn/articolo/1621506/polynomial-multiplications-and-counting
combinatorics
-
polynomials
-
algorithms
-
fast-fourier-transform
cs.stackexchange
Fitting a polynomial to a set of points or to a skeleton
https://www.generacodice.com/cn/articolo/1620650/fitting-a-polynomial-to-a-set-of-points-or-to-a-skeleton
image-processing
-
polynomials
cs.stackexchange
Polynomial size Boolean circuit for counting number of bits
https://www.generacodice.com/cn/articolo/1615313/polynomial-size-boolean-circuit-for-counting-number-of-bits
complexity-theory
-
logic
-
polynomials
-
boolean-algebra
cs.stackexchange
Question on the paper ``Self-Testing/Correcting for Polynomials and for Approximate Functions''
https://www.generacodice.com/cn/articolo/1613642/question-on-the-paper-self-testing-correcting-for-polynomials-and-for-approximate-functions
testing
-
polynomials
cs.stackexchange
Meaning of polynomially larger or smaller in the context of the master method
https://www.generacodice.com/cn/articolo/1609206/meaning-of-polynomially-larger-or-smaller-in-the-context-of-the-master-method
master-theorem
-
polynomials
-
asymptotics
cs.stackexchange
How to find sets of polynomially bounded numbers whose subset sums are different?
https://www.generacodice.com/cn/articolo/1603778/how-to-find-sets-of-polynomially-bounded-numbers-whose-subset-sums-are-different
subset-sum
-
polynomials
-
asymptotics
-
sets
-
upper-bound
cs.stackexchange
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