Archive for the ‘The Princeton Companion to Mathematics’ Category

IV.8 Moduli Spaces by David. D. Ben-Zvi, From Teichmuller Spaces to Moduli Spaces, Higher-Genus Moduli Spaces and Teichmuller Spaces, and the Characteristic Property of Teichmuller g-Space: Pages 415 – 416.

Wednesday, January 12th, 2011

Moduli Spaces by David. D. Ben-Zvi.

From Teichmuller spaces to moduli spaces.

Higher-genus moduli spaces and Teichmuller spaces.

The characteristic property of Teichmuller g-space.

IV.8 Moduli Spaces by David. D. Ben-Zvi, Families and Teichmuller Spaces: Page 414.

Tuesday, January 11th, 2011

Moduli Spaces by David. D. Ben-Zvi.

Families and Teichmuller spaces.

IV.8 Moduli Spaces by David. D. Ben-Zvi, Moduli of Elliptic Curves and Families and Teichmuller Spaces: Page 413.

Monday, January 10th, 2011

Moduli Spaces by David. D. Ben-Zvi.

Moduli of elliptic curves.

Families and Teichmuller spaces.

IV.8 Moduli Spaces by David. D. Ben-Zvi, The Moduli of Curves and Teichmuller Spaces and Moduli of Elliptic Curves: Pages 411 – 412.

Friday, January 7th, 2011

Moduli Spaces by David. D. Ben-Zvi.

The moduli of curves and Teichmuller spaces.

Moduli of elliptic curves.

IV.8 Moduli Spaces by David. D. Ben-Zvi, The Moduli of Curves and Teichmuller Spaces: Page 411.

Wednesday, January 5th, 2011

Moduli Spaces by David. D. Ben-Zvi.

The moduli of curves and Teichmuller spaces.

IV.8 Moduli Spaces by David. D. Ben-Zvi, The Moduli Space of Lines in the Plane, Other Families, Reformulation: Line Bundles, and Invariants of Families: Pages 409 – 410.

Tuesday, January 4th, 2011

Moduli Spaces by David. D. Ben-Zvi.

The moduli space of lines in the plane.

Other families.

Reformulation: line bundles.

Invariants of families.

IV.8 Moduli Spaces by David. D. Ben-Zvi, The Moduli Space of Lines in the Plane: Pages 408 – 409.

Monday, January 3rd, 2011

Moduli Spaces by David. D. Ben-Zvi.

The moduli space of lines in the plane.

IV.7 Differential Topology by C. H. Taubes, Smooth Manifolds, What is Known about Manifolds?, Dimensions 4, 5 and greater and How Geometry Enters the Fray: Pages 403 – 408.

Friday, December 31st, 2010

Differential Topology by C. H. Taubes.

What is known about manifolds?

Dimensions 4, 5 and greater.

How geometry enters the fray.

IV.7 Differential Topology by C. H. Taubes, Smooth Manifolds, What is Known about Manifolds?, Dimensions 1, 2 and 3: Pages 398 – 403.

Monday, December 27th, 2010

Differential Topology by C. H. Taubes.

Smooth manifolds.

What is known about manifolds?

Dimension 1.

Dimension 2.

Dimension 3.

IV.7 Differential Topology by C. H. Taubes, Smooth Manifolds, What is Known about Manifolds?, Dimension 0: Pages 397 – 398.

Thursday, December 23rd, 2010

Differential Topology by C. H. Taubes.

Smooth manifolds.

What is known about manifolds?

Dimension 0.