Exchange algorithm for evaluation and approximation error-optimized polynomials

Moreover the degrees in x being very small com- pared to the extension degree of the Galois ring used by Algorithm 6 in step 2, both Algorithms 1 and 5 spend a lot of time in

Next result proves that the result of a polynomial evaluation computed with the compen- sated Horner algorithm (Algorithm 6) is as accurate as if computed by the classic

If the agents can communicate before the execution, the algorithm can be executed in a decentralized way : each agent computes the values of its own states and sends the OC values

Usually, within stochastic framework, a testing dataset is used to evaluate the approximation error between a surrogate model (e.g. a Polynomial Chaos expansion) and the exact

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L’atteinte osseuse est facilement suspectée par l'examen tomodensitométrique trop souvent suspecté, mais pas assez écarté. Les faux positifs étant essentiellement dus

In Section 1, we present the no- tion of evaluation tree and function scheme that unifies and extends state of the art algorithms for polynomial evaluation, such as the Hörner

Taking into account that the complexity of masking schemes for F 2 -linear operations is linear in d, whereas that for multiplications is at least quadratic, the proposed techniques