# Generalized Finite Element Methods

## MANE-6750

Fundamentals of modern numerical techniques (e.g., partition of unity methods) which overcome longstanding difficulties associated with traditional FEM (e.g., mesh generation and resolution of singularities). Topics include scattered data interpolation, weighted residual methods, integral equation methods for exterior problems (applications to MEMS modeling), multiscale solution techniques using wavelets.

3 credits
Prereqs:
none

# Past Term Data
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No Term Data
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| Spring | Summer | Fall
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| (Session 1) | (Session 2) |
2026 |  |  |
2025 |  |  |
2024 |  |  |
2023 |  |  |
2022 |  |  |
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2016 |  |  |
2015 |  |  |
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2012 |  |  |

2011

Generalized Finite Elem Method (3c)

- Suvranu De

Seats Taken: 9/20

2010 |  |  |

2009

Generalized Finite Elem Method (3c)

- Suvranu De

Seats Taken: 5/15

2008 |  |  |
2007 |  |  |
2006 |  |  |

2005

Generalized Finite Elem Method (3c)

- Suvranu De

Seats Taken: 10/30

2004 |  |  |
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1998 |  |  |