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Galois theory

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Cohomological Invariants for G-Galois Algebras and Self-Dual Normal Bases

Eva Bayer Fluckiger

Cohomological Invariants for G-Galois Algebras and Self-Dual Normal Bases. We define degree two cohomological invariants for

G

-Galois algebras over fields of characteristic not 2, and use them to give necessary conditions for the existence of a self--dua ...

2017

Galois theory

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Tight Vector Bin Packing with Few Small Items via Fast Exact Matching in Multigraphs

From Trees to Barcodes and Back Again:A Combinatorial, Probabilistic and Geometric Study of a Topological Inverse Problem

An analytical solution of the isentropic vortex problem in the special relativistic magnetohydrodynamics

Subgroups of elliptic elements of the Cremona group

Pocket guide to solve inverse problems with GlobalBioIm

Computer Algebraic Approach to Verification and Debugging of Galois Field Multipliers

Cohomological Invariants for G-Galois Algebras and Self-Dual Normal Bases

Some consequences of Masser's counting theorem on elliptic curves

Polynomially Solvable Instances of the Shortest and Closest Vector Problems With Applications to Compute-and-Forward

Approximate Decoding for Network Coded Inter-dependent Data

Subgroups of elliptic elements of the Cremona group

Cohomological Invariants for G-Galois Algebras and Self-Dual Normal Bases

Some consequences of Masser's counting theorem on elliptic curves

An analytical solution of the isentropic vortex problem in the special relativistic magnetohydrodynamics

Tight Vector Bin Packing with Few Small Items via Fast Exact Matching in Multigraphs

Approximate Decoding for Network Coded Inter-dependent Data

Computer Algebraic Approach to Verification and Debugging of Galois Field Multipliers

From Trees to Barcodes and Back Again:A Combinatorial, Probabilistic and Geometric Study of a Topological Inverse Problem

Pocket guide to solve inverse problems with GlobalBioIm

Polynomially Solvable Instances of the Shortest and Closest Vector Problems With Applications to Compute-and-Forward