Classification of Different Analogies in Mathematical Physics
A framework for categorizing analogies between physical systems — from intuitive connections to full mathematical dualities.
A framework for categorizing analogies between physical systems — from intuitive connections to full mathematical dualities.
The cosmos lives within everyday moments — observing an aquarium at METU and drawing parallels to gravitational physics.
From Einstein’s 1905 Brownian motion to quantum vacuum fluctuations and the Lindblad equation.
How dispersion emerges naturally from a granular spacetime model — deriving dispersion relations from coupled oscillators on a lattice.
A thought experiment on the origins of time and gravitation, inspired by the stone waterfalls at METU.
Proposing QCN as a novel framework for classical circuit analysis inspired by quantum mechanics and Dirac’s bra-ket notation.
On the immutability of time — from Minkowski spacetime to black holes, with a detour through Doctor Who.
On the role of symmetry and group theory as the mathematical language of modern physics.
Is it possible to manipulate dimensions? Examining the TARDIS through the lens of mathematical physics.
The story of William Rowan Hamilton — an alcoholic poet who invented quaternions on a bridge in Dublin.