# MATH-6200: Real Analysis

# Real Analysis

## MATH-6200

A careful study of measure theory, including abstract and Lebesgue measures and integration, absolute continuity and differentiation, L^p spaces, Fourier transforms and Fourier series, Hilbert spaces and normed linear spaces.

4 credits
Prereqs:
MATH-4210 Math Analysis II

# Past Term Data
Offered
Not Offered
Offered as Cross-Listing Only
No Term Data
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| Spring | Summer | Fall
--- | --- | --- | ---
| (Session 1) | (Session 2) |
2023 |  |  |
2022 |  |  |
2021 |  |  |

2020

Real Analysis (4c)

- Bruce Piper

Seats Taken: 7/30

2019 |  |  |

2018

Real Analysis (4c)

- Chjan C Lim

Seats Taken: 1/30

2017 |  |  |

2016

Real Analysis (4c)

- David Isaacson

Seats Taken: 15/30

2015 |  |  |

2014

Real Analysis (4c)

- David Isaacson

Seats Taken: 10/30

2013 |  |  |

2012

Real Analysis (4c)

- David Isaacson

Seats Taken: 9/30

2011 |  |  |

2010

Real Analysis (4c)

- Michael Zuker

Seats Taken: 6/20

2009 |  |  |

2008

Real Analysis (4c)

- Harry W McLaughlin

Seats Taken: 13/30

2007 |  |  |

2006

Real Analysis (4c)

- Chjan C Lim

Seats Taken: 5/30

2005 |  |  |

2004

Real Analysis (4c)

- Victor Roytburd

Seats Taken: 10/30

2003

Real Analysis (4c)

- Thomas Pok-Yin Yu

Seats Taken: 7/30

2002

Real Analysis (4c)

- Thomas Pok-Yin Yu

Seats Taken: 4/30

2001

Real Analysis (4c)

- Victor Roytburd

Seats Taken: 9/20

2000

Real Analysis (4c)

- Thomas Pok-Yin Do Not Use Yu

Seats Taken: 5/20

1999

Real Analysis (4c)

- George J Habetler

Seats Taken: 3/30

1998 |  |  |