Search Results - "Jamshidpey, Armin"

Subquadratic-Time Algorithms for Normal Bases by Giesbrecht, Mark, Jamshidpey, Armin, Schost, Éric

“…For any finite Galois field extension K/F, with Galois group G = Gal (K/F), there exists an element α ∈ K whose orbit G · α forms an F-basis of K. Such an α is…”
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Algebraic Tori: A Computational Approach by Jamshidpey, Armin

“…The rationality problem for algebraic tori is well known. It is known that any algebraic torus is unirational over its field of definition. The first purpose…”
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Subquadratic-Time Algorithms for Normal Bases by Giesbrecht, Mark, Jamshidpey, Armin, Schost, Éric

“…For any finite Galois field extension $\mathsf{K}/\mathsf{F}$, with Galois group $G = \mathrm{Gal}(\mathsf{K}/\mathsf{F})$, there exists an element $\alpha \in…”
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Quadratic Probabilistic Algorithms for Normal Bases by Giesbrecht, Mark, Jamshidpey, Armin, Schost, Éric

“…It is well known that for any finite Galois extension field $K/F$, with Galois group $G = \mathrm{Gal}(K/F)$, there exists an element $\alpha \in K$ whose…”
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Algebraic Construction of Quasi-split Algebraic Tori by Jamshidpey, Armin, Lemire, Nicole, Schost, Eric

“…The main purpose of this work is to give a constructive proof for a particular case of the no-name lemma. Let $G$ be a finite group, $K$ be a field, $L$ be a…”
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