Shahnawaz Ahmad

Lec 26. Fundamental Group of the Circle

Lec 16. Limit Point Compactness & Sequential Compactness

Lec 7. Functors

Lec 13. Regular Functions on Affine Varieties

Lec 12. Polynomial Functions & Polynomial Maps

Lec 2. Categories as Mathematical Structures

Lec 14. Regular Functions on Quasiprojective Varieties

Lec 15. Regular Functions (Continued)

Lec 12. Fully Embeddable Categories

Lec 17. Characterization of Morphisms

Lec 21. Segre Embedding

Lec 5. Arrow and Slice Categories

Lec 9. Covariant & Contravariant Functors

Lec 16. Pullbacks and Morphisms

Lec 19. Characterization of Morphisms to Quasiprojective Varieties

Lec 10. Equivalence & Equivalent Categories

Lec 4. Terminal & Exponential

Lec 13. Isomorphism-Closed Subcategories & Skeletons

Lec 11. Subcategories

Lec 8 Monoid as a Category

Lec 20. Products of Affine Varieties

Lec 6. Monomorphisms & Epimorphisms

Lec 3. Products

Lec 18. Morphisms to Quasiprojective Varieties

Lec 26. Fundamental Group of the Circle

Lec 22. Properties of Segre Embedding

Lec 1. Introduction