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MATH 3310

Basic Real Analysis

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Course Description

Pre-Requisite(s): MATH 1320
Discipline(s): Chemical, Mathematical, and Physical Universe

A rigorous development of the properties of the real numbers and the ideas of calculus including theorems on limits, continuity, differentiability, convergence of infinite series, and the construction of the Riemann integral. Students without prior experience constructing rigorous proofs are encouraged to take Math 3000 before or concurrently with Math 3310.


  • Gennady Uraltsev
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    3.74

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    Spring 2022

  • Ramanujan Santharoubane
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    3.71

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    Spring 2017

  • Beth Branman
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    Spring 2024

  • Radu Dascaliuc
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    3.62

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    Summer 2011

  • Benjamin Hayes
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    5.00

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    3.60

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    Spring 2022

  • Kang Lu
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    4.00

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    3.56

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  • Yen Do
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    3.54

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    Fall 2025

  • Ilir Snopce
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    3.50

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    Summer 2010

  • Jeffrey Holt
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    3.48

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    Summer 2012

  • Barbara Maccluer
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    3.42

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    Summer 2016

  • Irena Lasiecka
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    3.29

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    3.41

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    Spring 2012

  • Mark Pengitore
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    3.34

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    Fall 2023

  • Abdelmalek Abdesselam
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    3.32

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  • Thomas Mark
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    5.00

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    3.30

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  • Evangelia Gazaki
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    3.30

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  • Mikhail Ershov
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    3.27

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  • Zoran Grujic
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    3.22

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  • Donald Ramirez
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    Spring 2024

  • Jinbo Ren
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    2.98

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  • Vivek Mukundan
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    4.67

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    2.97

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  • Christopher Ramsey
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    5.00

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    2.88

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  • Joe Webster
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  • Aseel Farhat
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  • David Sherman
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  • Faculty Staff
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  • Francesco Plinio
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  • Axel Rodriguez
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  • Bruno Braga
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  • Shunyu Wan
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  • David Chasteen-Boyd
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  • Michael Wills
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  • Biying Wang
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  • To Announced
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  • Felipe Flores
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  • Maximiliano Garza
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  • Jacob Campbell
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  • To Be Announced
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