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    Aperiodvent

    Aperiodvent, Day 10: Dimensional Analysis and Turkeys

    By Katie Steckles. Posted December 10, 2018

    Photo of Jim Propp

    Before he entered Aperiodical’s Big Internet Math-Off, contestant Jim Propp wrote this lovely blog post about dimensional analysis back in February, using it to predict how well Michael Jordan would be able to play basketball on the moon and how long it would take to roast a large bird. Make use of it when you’re planning Christmas…

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    Aperiodvent

    Aperiodvent, Day 9: The Twelve Days of Christmas activity

    By Katie Steckles. Posted December 9, 2018

    On the first day of Christmas, my true love gave to me… some mildly interesting combinatorics! The Twelve Days of Christmas is a Christmas favourite, and whether you interpret the lyrics to mean that each day only one type of present is given, or more literally to mean that on each day you are given…

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    Aperiodvent

    Aperiodvent, Day 8: The Problems With Secret Santa

    By Katie Steckles. Posted December 8, 2018

    Enjoy a wonderful 11 minutes of @FryRSquared talking about the probability problems associated with assigning Secret Santa presents by drawing names from a hat: This post is part of the Aperiodical’s 2018 Aperiodvent Calendar.

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    Aperiodvent

    Aperiodvent, Day 7: Parabolic Sewing

    By Katie Steckles. Posted December 7, 2018

    By stitching carefully between a set of points, you can create a parabola – these Christmas cards have taken this idea and given it a festive twist.

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    Aperiodvent

    Aperiodvent, Day 6: Hexagonal Snowflakes

    By Katie Steckles. Posted December 6, 2018

    Six is the number of sides on a hexagon, and hexagonal symmetry is one of the most wintry symmetries – due to the bond angle of water when frozen into ice, all snowflakes (with some minor exceptions) have hexagonal symmetry.

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    Aperiodvent

    Aperiodvent, Day 5: Dodecorations

    By Katie Steckles. Posted December 5, 2018

    If you’re thinking about decorating your house for the festive season, we recommend the Twelve Pentagons of Christmas – dodecahedrons. Here’s a few ways to get more regular twelve-sided polyhedra into your life.

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    Travels in a Mathematical World

    LaTeX/TikZ to draw a star graph $K_{1,n}$

    By Peter Rowlett. Posted December 4, 2018

    Star graph with seven radial nodes

    For a diagram for a class this week, I’ve written a LaTeX command to draw star graphs using TikZ. A star graph $K_{1,n}$ is a graph with a single central node, $n$ radial nodes, and $n$ edges connecting the central node to each radial node. I am sharing this here in case it is useful…

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