Arithmetic Algebraic Geometry
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  • Arithmetic Algebraic Geometry
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Material for the AAG class on January 10th

1 year ago

On Wednesday, January 10th, we will discuss the remaining of Lecture 1 of Deformations of Galois Representations by G. Böckle and do the exercises.

  • Arithmetic Algebraic Geometry
  • Course

No Classes for Five Weeks

1 year ago

We are taking a four-week break from our course. When we resume, We will study the lecture notes Deformations of Galois Representations by G. Böckle. The next class will be on Wednesday, January 3rd, and we will discuss Lecture 1, i.e., Deformations of representations of profinite groups.

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on November 29th

1 year ago

On Wednesday, November 29th, we will finish Chapter 5.

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on November 22nd

1 year ago

On Wednesday, November 22nd, we will discuss sections 5.3 and 5.4.

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on November 15th

1 year ago

On Wednesday, November 15th, we will discuss section 5.2.

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on November 8th

1 year ago

On Wednesday, November 8th, we will discuss section 5.1 and section 5.2 up to Definition 5.5 (always from Saito’s book).

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on November 1st

1 year ago

On Wednesday, November 1st, we will finish Chapter 4.

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on October 25th

1 year ago

On Wednesday, October 25th, we will finish Chapter 3, and discuss section 4.1 up to Theorem 4.8 (always from Saito’s book).

  • Arithmetic Algebraic Geometry
  • Course

Material for the AAG class on October 18th

1 year ago

On Wednesday, October 17th, we will discuss sections 3.7 and 3.8. (always from Saito’s book).

  • Arithmetic Algebraic Geometry
  • Course

Material for the class on October 11th

1 year ago

On Wednesday, October 11th, we will discuss sections 3.6 and 3.7. up to Proposition 3.50 (always from Saito’s book).

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