Archive for August, 2010

III.79 Riemann Surfaces by Alan F. Beardon: Page 283.

Tuesday, August 31st, 2010

Riemann Surfaces by Alan F. Beardon.

III.79 Riemann Surfaces by Alan F. Beardon: Page 282.

Monday, August 30th, 2010

Riemann surfaces by Alan F. Beardon.

III.77 Representations and III.78 Ricci Flow by Terence Tao: Pages 279 – 281.

Sunday, August 29th, 2010

Representations.

Irreducible representations.

Ricci Flow by Terence Tao.

III.75 Quantum Groups by Shahn Majid III.76 Quaternions, Octonions, and Normed Division Algebras: Pages 273 – 278.

Friday, August 27th, 2010

Quantum Groups by Shahn Majid.

Quantum Groups Symmetry.

Quantum Groups Self-Duality.

Quaternions, Octonions, and Normed Division Algebras.

III.74 Quantum Computation and III.75 Quantum Groups by Shahn Majid: Page 272.

Thursday, August 26th, 2010

Quantum Computation by Shahn Majid.

Quantum Groups.

Quantum Geometry.

III.74 Quantum Computation: Pages 270 – 271.

Wednesday, August 25th, 2010

Quantum Computation.

III.73 Quadratic Forms by Ben Green and III.74 Quantum Computation: Pages 267 – 269.

Tuesday, August 24th, 2010

Quadratic Forms by Ben Green.

Quantum Computation.

III.72 Projective Space: Page 267.

Friday, August 13th, 2010

Projective Space.

Multiple Definitions.

Extensions to fields other than the Reals.

Extension to complex projective n-space.

III.71 Probability Distributions by James Norris, Random Variables, Mean and Variance, The Normal Distribution and the Central Limit Theorem: Pages 265 – 266.

Wednesday, August 11th, 2010

Probability Distributions by James Norris.

Random variables, mean and variance.

The weak law of large numbers.

The strong law of large numbers.

The Normal distribution.

The central limit theorem.

III.71 Probability Distributions by James Norris, Discrete Distributions, Probability Spaces and Continuous Probability Distributions: Pages 263 – 264.

Friday, August 6th, 2010

Probability Distributions by James Norris.

Discrete Distributions.

Probability Spaces.

Continuous Probability Distributions.