RNS Modular Multiplication through Reduced Base Extensions

By using Lagrange representation approach we obtain an Algorithm which reduces the amount of complexity of modular multiplication by a factor 2 compared to previous

The time complexity of the unary exact real algorithm which computes a M¨ obius transformation depends on the growth of its inner state matrices during the computation.. Heckmann

Soit K/k une extension purement inséparable, la plus petite extension M/K telle que M/k est uq-modulaire lorsqu’elle existe sera appelée la clôture uq- modulaire de K/k, et sera

In the case of the computation of the splitting field of the polynomial f , the target will be the Gr¨ obner basis G of the splitting ideal corresponding to the symmetric

Many of the classes in the chemical entity ontology are not disjoint, because chemical classification is compositional (Hastings et al., 2012).. Annotating those pairs of classes

In the case of forms corresponding to (modular) elliptic curves, results relating the value to certain Galois cohomology groups (Selmer groups) were obtained by Coates and Schmidt

MAZUR: Modular curves and the Eisenstein ideal. Publications

In a non-discrete 03C3-compact locally compact metric group G, a Baire category argument gives a continuum of measurable sets.. {Ay : y E FI independent on the