Research
- Manuel Ruivo de Oliveira, Alla Sheffer, Soorya Narayan, Guillaume Pernin, Curtis Andrus. 2024. Smoothly interpolating sparse curves on a surface. Report
- Manuel Ruivo de Oliveira. 2024. Free boundary minimal submanifolds in geodesic balls of simply connected space forms. Ph.D. dissertation
- Manuel Ruivo de Oliveira. 2024. New free boundary minimal annuli of revolution in the 3-sphere. Preprint arXiv:2404.12304
- Chrystiano Araújo, Nicholas Vining, Silver Burla, Manuel Ruivo de Oliveira, Enrique Rosales, and Alla Sheffer. 2023. Slippage-Preserving Reshaping Of Human-Made 3D Content. ACM Trans. Graph. 42, 6, Article 272 (December 2023), 18 pages
Talks
- Spectral Geometry in the Clouds. Jun 2024. New free boundary minimal annuli of revolution in the 3-sphere
- Animal Logic. Nov 2023. Smooth guide hair interpolation
- Animal Logic. Oct 2023. Design of tangent vector fields
- Digital Geometry Processing Group, UBC. Oct 2023. Design of tangent vector fields
- Institute of Applied Mathematics, UBC. Apr 2022. Minimal surfaces and eigenvalues
- Differential Geometry Group, UBC. Feb 2021. Extremal Laplace eigenvalues and minimal surfaces in spheres
- Differential Geometry Group, UBC. Oct 2019. The curve shortening flow for properly embedded curves in the plane
Teaching
The University of British Columbia
Instructor
- MATH180 Differential Calculus with Physical Applications
MATLAB Teaching Assistant
- MATH152 Linear Systems
- MATH254 Multivariable and Vector Calculus for Mechanical Engineering
Teaching Assistant
- MATH425/525 Differential Geometry I
- MATH227 Advanced Calculus II
- MATH226 Advanced Calculus I
- MATH421/510 Functional Analysis
- MATH220 Mathematical Proof
The University of Warwick
- Supervisor
- Peer tutor for MA131 Analysis I
Education
Ph.D. in Mathematics
2019-2024
The University of British Columbia
Dissertation: Free boundary minimal submanifolds in geodesic balls of simply connected space forms
Supervisor: Ailana Fraser
Master of Mathematics (with Honours)
2015-2019
The University of Warwick
Dissertation: The curve shortening flow for properly embedded curves in the plane
Supervisor: Peter Topping