Ciprian Manolescu




Past classes:

  • Math 62CM: Modern Mathematics: Continuous Methods (Stanford, Winter 2024)

  • Math 286: Topics in Differential Geometry (An Overview of Floer Homologies) (Stanford, Winter 2023)

  • Math 282B: Homotopy Theory (Stanford, Winter 2023)

  • Math 215A: Algebraic Topology (Stanford, Fall 2021)

  • Math 144: Introduction to Topology and Geometry (Stanford, Winter 2021, Winter 2022 and Winter 2024)

  • Math 283: Topics in Topology (Heegaard Floer Homology) (Stanford, Fall 2020)

  • Math 283: Topics in Topology (4-Manifolds) (Stanford, Spring 2020)

  • Math 193 and 193X: Polya Problem Solving Seminar (Stanford, Fall 2019, Fall 2021, Fall 2022 and Fall 2023)

  • Math 226B: The Atiyah-Singer Index Theorem (UCLA, Winter 2016)

  • Math 226A: Riemannian Geometry (UCLA, Fall 2010, Fall 2013 and Fall 2015)

  • Math 101: Advanced Problem Solving (UCLA, Fall 2014, Fall 2015, Fall 2016, Fall 2017 and Fall 2018)

  • Math 100: Problem Solving (UCLA, Fall 2011, Fall 2012, Fall 2013, Fall 2014, Fall 2015 and Fall 2016)

  • Math 235: The Equations of Gauge Theory (UCLA, Winter 2015)

  • Math 31B: Integration and Infinite Series (UCLA, Winter 2013 and Spring 2014)

  • Math 131BH: Honors Analysis (UCLA, Winter 2014)

  • Math 225A: Differential Topology (UCLA, Fall 2009, Fall 2012 and Fall 2017)

  • Math 61: Introduction to Discrete Structures (UCLA, Winter 2012, Spring 2018 and Spring 2019)

  • Math 227B: Algebraic Topology (UCLA, Winter 2010, Winter 2012 and Winter 2018)

  • Math 235: Combinatorial Heegaard Floer Homology (UCLA, Fall 2011)

  • Math 226B: Symplectic Geometry (UCLA, Winter 2011)

  • Math 33AH: Honors Linear Algebra and Applications (UCLA, Winter 2011)

  • Math 115AH: Honors Linear Algebra (UCLA, Fall 2009)

  • Math 235: Heegaard Floer homology (UCLA, Fall 2008 and Spring 2017)

  • Math W4051: Topology (Columbia, Fall 2005 and Fall 2007)

  • Math W4051: Calculus 3 (Columbia, Fall 2007)

  • 4-manifolds (Princeton, Spring 2005)

  • Tutorial on Morse theory (Harvard, Fall 2003)

  • Tutorial on symplectic and contact geometry (Harvard, Summer 2003)

  • Math 21a: Multivariable Calculus (Harvard, Spring 2003)

  • Tutorial on knots and 3-manifolds (Harvard, Summer 2002)