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Full color printing!

Published:

3D Printing of Invariant Manifolds in Dynamical Systems

Published:

The following paper appeared: Patrick R. Bishop, Summer Chenoweth, Emmanuel Fleurantin, Alonso Ogueda-Oliva, Evelyn Sander, and Julia Seay, 3D Printing of Invariant Manifolds in Dynamical Systems, AMS Notices, 73(1): 5-15 (2026), doi:10.1090/noti3288, 2026.

3D Printing Data

Published:

3D printing is a great way to represent data. Here are a couple of examples created by students.

Iterated Function Systems

Published:

In Fall 2021, GMU Math 401, Mathematics Through 3D Printing, created iterated function systems.

portfolio

publications

Geometry Forum articles

Published in Geometry Center, University of Minnesota, 1994

Citation: Evelyn Sander, Geometry Forum articles, Geometry Center, University of Minnesota, Report GCG69, 1994.
Journal Link

Fractals and fractal correlations

Published in Computers in Physics, 1994

Citation: Evelyn Sander, Leonard M. Sander, and Robert M. Ziff, Fractals and fractal correlations, Computers in Physics, 8(4):420-425, 1994.

The many facets of chaos

Published in International Journal of Bifurcation and Chaos, 2015

Citation: Evelyn Sander and James A. Yorke, The many facets of chaos, International Journal of Bifurcation and Chaos, 25(4): 1530011, 2015.
Journal Link

Measuring quasiperiodicity

Published in Europhysics Letters, 2016

Citation: Suddhasattwa Das†, Chris B. Dock*, Yoshitaka Saiki, Martin Salgado-Flores*, Evelyn Sander, Jin Wu*, and James A. Yorke, Measuring quasiperiodicity, Europhysics Letters, 114(4):40005, 2016.
Journal Link | Alternate link | arXiv

Quasiperiodicity: Rotation numbers

Published in Proceedings of The Foundations of Chaos Revisited: From Poincaré to Recent Advancements, 2016

Citation: Suddhasattwa Das†, Yoshitaka Saiki, Evelyn Sander, and James A. Yorke, Quasiperiodicity: Rotation numbers, Proceedings of The Foundations of Chaos Revisited: From Poincaré to Recent Advancements, Chapter 7, 103-118, Springer Complexity, Switzerland, 2016.
Journal Link | Alternate link

An entry in the 3D Printing section

Published in Illustrating Mathematics, 2020

Citation: Evelyn Sander (Edited by Diana Davis), An entry in the 3D Printing section, Illustrating Mathematics, American Mathematical Society, 2020.
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Graduate Assistants supporting active learning in graduate classrooms

Published in On Demand, Innovations in Teaching & Learning Conference Proceedings, 2021

Citation: Rebecca R.G., Hannah Klawa†, Cigole Thomas†, Long Nguyen†, Joanna G. Jauchen, Padmanabhan Seshaiyer, and Evelyn Sander, Graduate Assistants supporting active learning in graduate classrooms, On Demand, Innovations in Teaching & Learning Conference Proceedings, 13 (2021), doi:10.13021/itlcp.2021.3007, 2021.
Journal Link | Alternate link

Modeling Dynamical Systems for 3D Printing

Published in The Best Writing on Mathematics 2021, 2022

Citation: Stephen K. Lucas, Evelyn Sander, and Laura Taalman (Edited by Mircea Pitici), Modeling Dynamical Systems for 3D Printing, The Best Writing on Mathematics 2021, Princeton University Press, 2022.
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Mathematics of Floating 3D Printed Objects

Published in Proceedings of Symposia in Applied Mathematics (PSAPM), 2023

Citation: Daniel M. Anderson, Brandon G. Barreto-Rosa*, Joshua D. Calvano*, Lujain Nsair*, and Evelyn Sander, Mathematics of Floating 3D Printed Objects, Proceedings of Symposia in Applied Mathematics (PSAPM), 79: 19-50, edited by Maria Trnkova and Andrew Yarmola, American Mathematical Society (2023), doi:10.1090/psapm/079/00710, 2023.
Journal Link | arXiv

GLAMS: Graduate Learning Assistants in Mathematical Sciences

Published in Problems, Resources, and Issues in Mathematics Undergraduate Studies (PRIMUS), 2023

Citation: Joanna G. Jauchen, Hannah Klawa†, Long Nguyen†, Rebecca R.G., Evelyn Sander, Padmanabhan Seshaiyer, and Cigole Thomas†, GLAMS: Graduate Learning Assistants in Mathematical Sciences, Problems, Resources, and Issues in Mathematics Undergraduate Studies (PRIMUS), 33(8): 819-840 (2023), doi:10.1080/10511970.2023.2172751, 2023.
Journal Link

Stability of Floating Objects at a Two-Fluid Interface

Published in European Journal of Physics , 2024

Citation: Daniel M. Anderson, Patrick R. Bishop†, Mark Brant*, Gabriela Castaneda Guzman*, Evelyn Sander, and Gina Thomas*, Stability of Floating Objects at a Two-Fluid Interface, European Journal of Physics, 45: 055001 (2024), doi:10.1088/1361-6404/ad5ca8, 2024.
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