| ### MaVS | #1 |

| ### Exploring the wave equation | #2 |

| ### Math and Living Things | #3 |

| ### Shapley Values: Unlocking Intuition with Venn Diagrams | #4 |

| ### The Algebra of Socks | #5 |

| ### Exploring Truchet Tiles and Beyond | #6 |

| ### Variable Rate Function Traversal (Or: How to Make Cartoons Go Faster) | #7 |

| ### Making Category Theory Relatable | #8 |

| ### Always Check the Units Before Submitting Your Final Answer | #9 |

| ### Transformational Music Theory: A Mathematical Approach To Analyzing Music | #10 |

| ### An Intuitive Explanation of Monsky's Theorem | #11 |

| ### Revisiting Number Theory and the Impossible Puzzle | #12 |

| ### Fermat’s Little Theorem | #13 |

| ### Interpolation in any dimension with barycentric coordinates | #14 |

| ### On the life and afterlife of proofs | #15 |

| ### Deviation Seeker | #16 |

| ### Generalisation of Geometric Series | #17 |

| ### How to Cheat with Math | The Russian Cards Problem | #18 |

| ### Introduction to Group Theory 1 | #19 |

| ### GoldiLooks and the Three Bearers of Optics | #20 |

| ### A proof of the Cauchy-Goursat theorem | #21 |

| ### A story about Averages | #22 |

| ### Pellagons | #23 |

| ### Polynomial Regression as a Tool in Education | #24 |

| ### The Snake Eyes Paradox | #25 |

| ### Some Dusty Decades-Old OEIS Sequences | #26 |

| ### The Cornu Spiral | #27 |

| ### Broken Objects | #27 |

| ### Adjusting for competitive advantage - a sensitivity analysis of Tenzi | #27 |

| ### Accuracy of an Epicycle Model for Predicting Eclipses | #28 |

| ### Ramblings on Malliavin Calculus | #29 |

| ### Solving Lights-Out | #30 |

| ### A Sketch of a Nonexistent Pyramid | #31 |

| ### Hertzsprung Series | #32 |

| ### Graph Colouring with Group Theory | #33 |

| ### A Delicious Theorem in Analysis | #34 |

| ### World in Motion: How to animate the beautiful game | #35 |

| ### Ellipse Theorems – Defining Perimeters and Reshaping Geometry | #36 |

| ### Ranked-choice (Instant-runoff) Voting, Interactive Demo | #37 |

| ### A Beginner's Guide to Graph Theory | #38 |

| ### How to crochet a Rolling Torus | #39 |

| ### Can We Calculate the Day That We WILL Die? | #40 |

| ### Permutation Tables, Permutation Cycles and Transpositions | #41 |

| ### The Mysterious Primal Music of Like Powers Summed | #42 |

| ### Green’s Theorem Application – Volume : Prism + Cutting Plane | #43 |

| ### Riemann-Liouville Integral and Mellin Transform | #44 |