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Home > Mathematics and Computer Science Department > Faculty Research Projects > TRIUMPHS > Analysis

Analysis

 

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Submissions from 2022 2022

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Understanding Compactness Through Primary Sources: Early Work Uniform Continuity to the Heine-Borel Theorem, Naveen Somasunderam

Submissions from 2021 2021

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Stitching Dedekind Cuts to Construct the Real Numbers, Michael P. Saclolo

Submissions from 2020 2020

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Investigations into Bolzano's Bounded Set Theorem, Dave Ruch

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Investigations Into d'Alembert's Definition of Limit (Real Analysis Version), Dave Ruch (Mini-PSP)

Submissions from 2017 2017

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Rigorous Debates over Debatable Rigor: Monster Functions in Introductory Analysis, Janet Heine Barnett

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Abel and Cauchy on a Rigorous Approach to Infinite Series, Dave Ruch

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An Introduction to a Rigorous Definition of Derivative, Dave Ruch

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Bolzano on Continuity and the Intermediate Value Theorem, Dave Ruch

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Euler's Rediscovery of e With Instructor Notes, Dave Ruch (Mini-PSP)

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The Definite Integrals of Cauchy and Riemann, Dave Ruch

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The Mean Value Theorem, Dave Ruch

Submissions from 2016 2016

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Henri Lebesgue and the Development of the Integral Concept, Janet Heine Barnett (Mini-PSP)

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Why be so Critical? Nineteenth Century Mathematics and the Origins of Analysis, Janet Heine Barnett

 
 
 

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