Advanced Pure and Applied Mathematics
General

Advanced Pure and Applied Mathematics

Explore higher mathematics including analysis, topology, complex analysis, abstract algebra, geometry, and advanced theoretical foundations.

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32 lessons • Lifetime Access • Secure premium player

Course Description

Explore higher mathematics including analysis, topology, complex analysis, abstract algebra, geometry, and advanced theoretical foundations.

What You'll Learn

  • Build mathematical intuition from fundamentals to advanced applications.
  • Solve structured practice problems and exam-grade challenges.
  • Apply mathematics to engineering, AI, and research scenarios.
  • Gain confidence with concept-first visual instruction.

Curriculum

1. Advanced Algebra Tutorial With Notes Presentation

Presentation lesson: Advanced Algebra Tutorial With Notes

2. Analytic Functions Tutorial Presentation

Presentation lesson: Analytic Functions Tutorial

3. Banach And Hilbert Spaces Tutorial Presentation

Presentation lesson: Banach And Hilbert Spaces Tutorial

4. Cauchy Riemann Equations Tutorial Presentation

Presentation lesson: Cauchy Riemann Equations Tutorial

5. Compactness And Connectedness Tutorial Presentation

Presentation lesson: Compactness And Connectedness Tutorial

6. Complex Analysis Tutorial Presentation

Presentation lesson: Complex Analysis Tutorial

7. Complex Functions Tutorial Presentation

Presentation lesson: Complex Functions Tutorial

8. Complex Integration Tutorial Presentation

Presentation lesson: Complex Integration Tutorial

9. Conformal Mappings Tutorial Presentation

Presentation lesson: Conformal Mappings Tutorial

10. Contour Integrals Tutorial Presentation

Presentation lesson: Contour Integrals Tutorial

11. Curves And Surfaces Tutorial Processed Presentation

Presentation lesson: Curves And Surfaces Tutorial Processed

12. Differential Geometry Tutorial Processed Presentation

Presentation lesson: Differential Geometry Tutorial Processed

13. Factorization In Integral Domains Tutorial Presentation

Presentation lesson: Factorization In Integral Domains Tutorial

14. Functional Analysis Tutorial Presentation

Presentation lesson: Functional Analysis Tutorial

15. Fundamental Group And Covering Spaces Presentation

Presentation lesson: Fundamental Group And Covering Spaces

16. Gauss Bonnet Theorem Tutorial Presentation

Presentation lesson: Gauss Bonnet Theorem Tutorial

17. Groups Rings Fields Tutorial With Notes Presentation

Presentation lesson: Groups Rings Fields Tutorial With Notes

18. Homeomorphisms Tutorial Presentation

Presentation lesson: Homeomorphisms Tutorial

19. Homomorphisms And Isomorphisms Tutorial Presentation

Presentation lesson: Homomorphisms And Isomorphisms Tutorial

20. Laurent Series Tutorial With Original Notation Presentation

Presentation lesson: Laurent Series Tutorial With Original Notation

21. Linear Operators Tutorial Presentation

Presentation lesson: Linear Operators Tutorial

22. Measure Theory Tutorial Presentation

Presentation lesson: Measure Theory Tutorial

23. Polynomial Rings Tutorial Presentation

Presentation lesson: Polynomial Rings Tutorial

24. Real Analysis Tutorial Presentation

Presentation lesson: Real Analysis Tutorial

25. Residue Theorem Tutorial Presentation

Presentation lesson: Residue Theorem Tutorial

26. Seifert Van Kampen Theorem Tutorial Presentation

Presentation lesson: Seifert Van Kampen Theorem Tutorial

27. Sequences And Series Of Functions Tutorial Presentation

Presentation lesson: Sequences And Series Of Functions Tutorial

28. Sobolev Spaces Tutorial Presentation

Presentation lesson: Sobolev Spaces Tutorial

29. Spectral Theory Tutorial Presentation

Presentation lesson: Spectral Theory Tutorial

30. Topological Spaces Tutorial Presentation

Presentation lesson: Topological Spaces Tutorial

31. Topology Tutorial Presentation

Presentation lesson: Topology Tutorial

32. Uniform Convergence Tutorial Presentation

Presentation lesson: Uniform Convergence Tutorial

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