Seminars

Presentations in areas relating to Quantum and Classical Probability, Quantum and Classical Cryptography, Algebraic Number Theory, Algebraic and non - Euclidean Geometry.

Probability

Presentations will consider Commutative and Non Commutative Spaces; Stochastic Models: Markov Processes and Martingales; Measures and Multiparameter Spaces. Applications will be central to the discussions.

Cryptology

Presentations will consider a selection from Pairings Based Cryptography: (Weil & Tate Pairings, Encryption Schemes); Affine and Projective Varieties, Divisors, Finite Fields, Elliptic curves, points and counting (A selection of papers by Miller, Koblitz, Suzuki and Silverman relating to cryptosystems), Divisors and Jacobeans, (Hyperelliptic Cryptosystems), Cohomology (Horodecki et. al. and quantum information models)

Stochastic Chaos

Explorations into.

Geometry

Non - Euclidean and Non Commutative Geometry