## August 27, 2018

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## Blogroll

- Alberto Delgado's Calculus Page Math Professors teaching blog
- Bradley University Mathematics Department math department webpage
- Cameron Gordon Knot Theorist’s web page
- Cosmic Variance Cosmology but contians some nice math articles from time to time
- Electoral Vote Political Statistics
- Five Thirty Eight (Nate Silver and others) Political Statistics
- Good Math, Bad Math General Mathematics
- Interactive Differential Equations Tools for visualizing solutions to several common differential equations
- John Polking Mathematician web page
- Jon Simon Knot Theorist’s web page
- Louis Kauffman Knot Theorist’s web page
- Low Dimensional Topology Mathematics blog (specialized)
- Matlab Software for Numerical Methods and Analysis MATLAB software packages for numerical methods
- Morwen Thistlethwaite Knot Theorist’s web page
- NIST Digital Library of Mathematical Functions Lots of functions here.
- Ordinary Differential Equations with MATLAB ODE software for MATLAB
- Overdetermined Political Statistics
- Recursivity (Jeffrey Shallit ) Personal Blog (mathematician)
- Statistical Modeling, Causal Inference, and Social Science Applied Statistics
- Steven Strogatz, New York times Popular Mathematics (for the non-mathematician)
- Terry Tao's blog Personal Blog (mathematician)
- Topology Atlas topology preprints, conference announcements, etc.
- Unapologetic Mathematician Personal Blog (mathematician)
- University of Illinois Urbana-Champaign Math Department webpage
- Wolfram Math World Mathematical Reference

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## Top Clicks

## Top Posts

- Osgood's uniqueness theorem for differential equations
- Mean Value Theorem for integrals and it's use in Taylor Polynomial approximations
- Calculus Problem: the hanging rope problem: two models.
- Why Some Students Can't Learn Elementary Calculus: a conjecture
- An interesting topological space
- What is going on here: sum of cos(nx)...
- Finding a Particular solution: the Convolution Method
- Topologist's Sine Curve: connected but not path connected.
- Cantor Sets in [0,1] and Lebesgue Measure
- A simple demonstration of Cantor's Diagonal Arugment

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