A collaborative blog exploring the beauty of pure mathematics, the profound questions of physics, and the logic of economic thought — written weekly for curious minds.
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Hayek's vision of liberty wasn't freedom from constraint — it was freedom from arbitrary control. His critique of government intervention remains one of the most consequential arguments in modern political economy.
eiπ + 1 = 0 connects five of mathematics' most fundamental constants in a single, breathtaking expression. But why does it work — and why should we care?
eiπ + 1 = 0
"The most remarkable formula in mathematics." — Richard Feynman
The butterfly effect isn't just poetic — it's mathematical. Edward Lorenz's discovery reshaped our understanding of deterministic yet unpredictable systems.
Thomas Young's double-slit experiment revealed light's strange dual nature. But the deeper question — why light seems to explore every possible path before arriving — leads us straight into Feynman's path integral and the heart of quantum mechanics.
"Light doesn't take one path — it takes every path, and the ones that interfere constructively are the ones we see."
— Richard Feynman
Einstein's special relativity doesn't just describe the universe — it redefines the nature of space and time. A look at the logic that makes c the ultimate speed limit.
Mathematical PhysicsRadioactive half-life, compound interest, population growth — all governed by the same differential equation. A cross-disciplinary look at the exponential function and why it is nature's most universal pattern.
Inflation redistributes wealth in ways most people never notice. Unpacking the quantity theory of money, Phillips curves, and the distributional politics hiding inside central bank decisions.
"Inflation is taxation without legislation."
— Milton Friedman
Hayek's vision of liberty wasn't freedom from constraint — it was freedom from arbitrary control. His critique of government intervention, from the Great Depression to "The Road to Serfdom", remains one of the most consequential arguments in modern political economy.
We're two sixth-form students with a shared conviction that the most interesting ideas live at the edges of disciplines — where physics informs mathematics, where maths merges into economics, and where all three demand rigorous thinking.
This blog is our space to think out loud. Each week we write about a concept, proof, paradox, or idea that has caught our attention — not to lecture, but to understand.
Between us, our curiosity spans number theory and real analysis, quantum mechanics and relativity, behavioural economics and political economy.
— Rojas Bhandari & Nikhil Pillai
No filler, no noise — at least one thoughtful piece each week on mathematics, physics, or economics. Enter your email and it arrives in your inbox.
