New Post from BiteofanApple
Empirical Partial Derivatives
Mathematics and Science are inextricably linked. As the renowned twentieth-century physicist Eugene Wigner wrote, mathematics is "unreasonably successful" in the natural sciences. By this he meant that it seems our entire world is seemingly beholden to the workings of mathematical laws.
Our most fundamental theories are complex systems of dense mathematical formulations that predict the behavior of the world around us so precisely that we’re able to peer into the earliest moments, right after the Big Bang itself and understand the workings of even the most extreme bending of space and time around black holes. Students of physics and the related sciences study these formulations and the mathematics they rely on for years, relentlessly working to gain mastery—and if they’re lucky—some intuition for the behaviors of complex, dynamical systems.
Yet, perhaps this relationship between math and science goes even deeper. Perhaps modern science and the scientific method itself do more than rely on mathematics. Perhaps—in no metaphorical sense—they are mathematics made manifest.
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