Mathematics Atlas

How Proof Is Made
Sign In
Text size
100%
Theme
Browse By

All Mathematical Physics

Proved results developed to describe a physical system rigorously. Belongs here: theorems in mathematical physics. Does not belong here: results in pure analysis or geometry that happen to be used in physics without being developed to model it.

Facts
Comparison
Era Of Emergence
1687 1
All Mathematical Physics
Filter Results74 entries

Adiabatic Theorem

Mathematical Physics

Antidynamo Theorem

Mathematical Physics

Bell's Theorem

Mathematical Physics

Bertrand's Theorem (Classical Mechanics)

Mathematical Physics

Betti's Theorem

Mathematical Physics

Birkhoff's Theorem (Electromagnetism)

Mathematical Physics

Birkhoff's Theorem (General Relativity)

Mathematical Physics

Bloch's Theorem (Solid-State Physics)

Mathematical Physics

Bohr-van Leeuwen Theorem

Mathematical Physics

Borde-Guth-Vilenkin Theorem

Mathematical Physics

Buchdahl's Theorem

Mathematical Physics

Buckingham Pi Theorem

Mathematical Physics

Chasles' Theorem (Kinematics)

Mathematical Physics

Clairaut's Theorem (Gravity)

Mathematical Physics

Clapeyron's Theorem

Mathematical Physics

Clausius Theorem

Mathematical Physics

Coleman-Mandula Theorem

Mathematical Physics

CPT Theorem

Mathematical Physics

Earnshaw's Theorem

Mathematical Physics

Ehrenfest Theorem

Mathematical Physics

Electromagnetism Uniqueness Theorem

Mathematical Physics

Elitzur's Theorem

Mathematical Physics

Equipartition Theorem

Mathematical Physics

Ewald-Oseen Extinction Theorem

Mathematical Physics

Fluctuation-Dissipation Theorem

Mathematical Physics

Free Will Theorem

Mathematical Physics

Gleason's Theorem

Mathematical Physics

Goldstone's Theorem

Mathematical Physics

Haag's Theorem

Mathematical Physics

Hellmann-Feynman Theorem

Mathematical Physics

Herglotz's Variational Principle

Mathematical Physics

H-Theorem

Mathematical Physics

Kelvin's Circulation Theorem

Mathematical Physics

Kochen-Specker Theorem

Mathematical Physics

Konig's Theorem (Kinetics)

Mathematical Physics

Kramers' Theorem

Mathematical Physics

Kramers-Kronig Relations

Mathematical Physics

Kutta-Joukowski Theorem

Mathematical Physics

Lami's Theorem

Mathematical Physics

Leggett-Garg Inequality

Mathematical Physics

Liouville's Theorem (Hamiltonian Mechanics)

Mathematical Physics

Malus-Dupin Theorem

Mathematical Physics

Mermin-Wagner Theorem

Mathematical Physics

Nernst's Theorem

Mathematical Physics

No-Cloning Theorem

Mathematical Physics

Noether's Second Theorem

Mathematical Physics

Noether's Theorem

Mathematical Physics

No-Hair Theorem

Mathematical Physics

Odd Number Theorem

Mathematical Physics

Onsager Reciprocal Relations

Mathematical Physics

Optical Theorem

Mathematical Physics

Parallel Axis Theorem

Mathematical Physics

Penrose-Hawking Singularity Theorems

Mathematical Physics

Perpendicular Axis Theorem

Mathematical Physics

Poincare Recurrence Theorem

Mathematical Physics

Pomeranchuk's Theorem

Mathematical Physics

Poynting's Theorem

Mathematical Physics

Prigogine's Theorem

Mathematical Physics

Reeh-Schlieder Theorem

Mathematical Physics

Scallop Theorem

Mathematical Physics

Shell Theorem

Mathematical Physics

Shockley-Ramo Theorem

Mathematical Physics

Siacci's Theorem

Mathematical Physics

Solovay-Kitaev Theorem

Mathematical Physics

Spin-Statistics Theorem

Mathematical Physics

Taylor-Proudman Theorem

Mathematical Physics

Tennis Racket Theorem

Mathematical Physics

Theorem of Three Moments

Mathematical Physics

Transport Theorem

Mathematical Physics

Virial Theorem

Mathematical Physics

Weinberg-Witten Theorem

Mathematical Physics

Wick's Theorem

Mathematical Physics

Wigner-Eckart Theorem

Mathematical Physics

Wigner's Theorem

Mathematical Physics
Sources
1. Mathematical Physics (Wikipedia)
Wikimedia FoundationNewtonian and post-Newtonian physics section
Quote, Newtonian and post-Newtonian physics section
Newton's theory of motion, culminating in his Philosophiae Naturalis Principia Mathematica (Mathematical Principles of Natural Philosophy) in 1687.
View the Source
Comments (0)
No comments yet. Be the first to share a thought.
Reader Challenges (0)
No disputes yet. Spotted an error or a better source? Open the first one.