Math with Bad DrawingsCartoon Archive

How to Tell a Mathematician You Love Them

February 8, 2017Original blog post

Ten Valentine's declarations, one per branch of math: divergent series, hyperbolic parallels, topological invariants, the null hypothesis, a binomial coefficient, a global optimum, a biconditional and a prime.

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Free for classrooms, worksheets, slides and other non-commercial use under CC BY-NC 4.0, with credit to Ben Orlin.

Cartoon by Ben Orlin, Math with Bad Drawings. https://cartoons.mathwithbaddrawings.com/2017-02-08-how-to-tell-a-mathematician-you-love-them/ (CC BY-NC 4.0)
Transcript

[1] Analyst: "My feelings for you fail every test of convergence." [hearts + hearts + shrinking hearts…]

[2] Hyperbolic Geometer: "A line has many parallels, but you have none."

[3] Topologist: "Through all life's diffeomorphisms, my affection for you is invariant." [a heart deforming]

[4] Statistician: "A single moment with you is evidence enough to reject the null hypothesis." "But… is n=1 enough?" "Is the 1 you? It's exactly the n I want!"

[5] Graph Theory: "My heart is a node with a thousand arcs, all of them leading to you."

[6] Combinatorist: "How do I love thee? Let me count the ways…" [(I choose you)] "Aww! You choose me?"

[7] Probabilist: "To call you 'one in a million' would sell you short. You're a probability-zero event." [two dice with hearts]

[8] Operations Research: "Call off the search algorithm; I've found my global optimum." [a heart at the highest peak of a wavy graph]

[9] Logician: "My love is more than unconditional. It's biconditional." "I love X iff X is you."

[10] Number Theorist: "You and I must sum to a prime, because what we have together is indivisible."

Topics
Calculus › Series › Convergence TestsGeometry › Non-Euclidean Geometry › Hyperbolic GeometryAdvanced Math › TopologyStatistics › Hypothesis TestingDiscrete Math › Graph TheoryDiscrete Math › Combinatorics › CombinationsProbability › Probability Zero EventsApplied Math › OptimizationLogic & Proof › Conditionals › BiconditionalNumber Theory › Primes
Level
High SchoolCollege
Themes
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