Dr. Jennifer Schultens

Professor

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Biography

Jennifer Schultens works in the field of 3-dimensional manifolds with research interests that include Heegaard splittings, complexes encoding information on topological structures of 3-manifolds, normal surface theory, knot theory, and hyperbolic geometry. She has made significant contributions to the field as evidenced by her published works in top-tier journals. Notable publications include 'Heegaard splittings of graph manifolds' in Geometry & Topology, which discusses the intricacies of Heegaard splittings, and can be accessed on arXiv. Her collaborative research has further advanced the understanding of geometric and algebraic properties in the context of graph manifolds. Jennifer has also played a pivotal role in various NSF funded research projects over the years, receiving multiple grants that have supported her work from 1998 through 2012. Her distinguished career is marked by her dedication to advancing mathematical knowledge and educating the next generation of mathematicians.

Research Interests

Experience

Professor

2004-01-01 — Present

University of California, Davis • Davis, CA

Professor of Mathematics specializing in topology and knot theory.

Awards

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NSF Postdoctoral Fellowship

1995-01-01
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NSF Grants

Requirements for University of California, Davis

Master Program
Requirements
GPA Requirement
Required:3
TOEFL
Listening
Required:20
Reading
Required:20
Writing
Required:20
Speaking
Required:20
Total
Required:80
IELTS
Overall
Required:7
Prerequisites
Bachelor's degree in Computer Science or related field ECS 120 (Theory of Computation) ECS 122A (Algorithm Design and Analysis) ECS 140A (Programming Languages) or ECS 160 (Software Engineering) ECS 150 (Operating Systems) or ECS 154B (Computer Architecture)
Application Checklist
  • Online application
  • Application fee
  • Three letters of recommendation
  • Transcripts
  • Statement of Purpose
  • Personal History Statement
  • CV/Resume
Specialization Notes

Department of Computer Science. GRE is NOT required.