International audienceInspired by previous work of Shoup, Lenstra-De Smit and Couveignes-Lercier, we give fast algorithms to compute in (the first levels of) the ℓ-adic closure of a finite field. In many cases, our algorithms have quasi-linear complexity. Copyright 2013 ACM
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
AbstractFinite field towers GF(qP) are considered, where P=pn11Pn22··· pntt and all primes pi are di...
We present algorithms to construct and do arithmetic operations in the algebraic closure of the fini...
International audienceInspired by previous work of Shoup, Lenstra-De Smit and Couveignes-Lercier, we...
AbstractAn Artin–Schreier tower over the finite field Fp is a tower of field extensions generated by...
International audienceAn Artin-Schreier tower over the finite field Fp is a tower of field extension...
International audienceAn Artin-Schreier tower over the finite field $Fp$ is a tower of field extensi...
International audienceAn Artin-Schreier tower over the finite field Fp is a tower of field extension...
International audienceAn Artin-Schreier tower over the finite field Fp is a tower of field extension...
International audienceAn Artin-Schreier tower over the finite field F_p is a tower of field extensio...
International audienceAn Artin-Schreier tower over the finite field F_p is a tower of field extensio...
International audienceAn Artin-Schreier tower over the finite field F_p is a tower of field extensio...
AbstractAn Artin–Schreier tower over the finite field Fp is a tower of field extensions generated by...
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
AbstractFinite field towers GF(qP) are considered, where P=pn11Pn22··· pntt and all primes pi are di...
We present algorithms to construct and do arithmetic operations in the algebraic closure of the fini...
International audienceInspired by previous work of Shoup, Lenstra-De Smit and Couveignes-Lercier, we...
AbstractAn Artin–Schreier tower over the finite field Fp is a tower of field extensions generated by...
International audienceAn Artin-Schreier tower over the finite field Fp is a tower of field extension...
International audienceAn Artin-Schreier tower over the finite field $Fp$ is a tower of field extensi...
International audienceAn Artin-Schreier tower over the finite field Fp is a tower of field extension...
International audienceAn Artin-Schreier tower over the finite field Fp is a tower of field extension...
International audienceAn Artin-Schreier tower over the finite field F_p is a tower of field extensio...
International audienceAn Artin-Schreier tower over the finite field F_p is a tower of field extensio...
International audienceAn Artin-Schreier tower over the finite field F_p is a tower of field extensio...
AbstractAn Artin–Schreier tower over the finite field Fp is a tower of field extensions generated by...
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
International audienceWe present algorithms to construct and do arithmetic operations in the algebra...
AbstractFinite field towers GF(qP) are considered, where P=pn11Pn22··· pntt and all primes pi are di...
We present algorithms to construct and do arithmetic operations in the algebraic closure of the fini...