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Enrique Villamor

Professor; Associate Director, Environmental Finance & Risk Management, Institute of Environment

Biological Sciences; Mathematics and Statistics

Email: villamor@fiu.edu

Office: DM 414B

Enrique Villamor

Courses

Summer 2021

Differential Equations

Spring 2021

Calculus II Syllabus
Calculus II Department Syllabus
Time Series Analysis for Finance Syllabus

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Calculus II Syllabus
Calculus II Department Syllabus
Differential Equations Syllabus

Research Areas

  1. A Generalization of Riesz's Uniqueness Theorem. ( pdf )
  2. An Extension of Reŝhetnyak's Theorem. ( pdf )
  3. An Extremal Length Characterization of Closed Sets with Zero Logarithmic Capacity on Quasicircles. ( pdf )
  4. Analytic Properties of Monotone Sobolev Functions. ( pdf )
  5. Boundary Limits For Bounded Quasiregular Mappings. ( pdf )
  6. Boundary Values For Some Classes of Functions. ( pdf )
  7. Boundary Values of Quasiregular Mappings. ( pdf )
  8. Discreteness And Openness For Mappings of Finite Distortion In The Critical Case p = n - 1. ( pdf )
  9. Geometry Proofs of some Classical Results on Boundary Values For Analytic Functions. ( pdf )
  10. Interpolating Multiplicity Varieties For Aop (C^n). ( pdf )
  11. Interpolating Multiplicity Varieties in C^n. ( pdf )
  12. Interpolation In The Unit Ball of C^n. ( pdf )
  13. Mappings With Integrable Dilatation in Higher Dimensions. ( pdf )
  14. On A Theorem of Baernstein. ( pdf )
  15. On Slowly Increasing Unbounded Harmonic Functions. ( pdf )
  16. On the Brennan Conjecture. ( pdf )
  17. On Uniqueness Sets For Areally Mea p-Valent Functions. ( pdf )
  18. Regularity Theory And Traces of A-Harmonic Functions. ( pdf )
  19. Traces of Monotone Functions in Weighted Sobolev Spaces. ( pdf )
  20. Traces of Monotone Functions Sobolev Functions. ( pdf )


Master Track in Risk Analysis and Management

Education

PhD, Washington University. Complex Analysis