#MathInPhysics - Twitter Hashtag

4 months ago

When Waves Collide: Why Interactions Are Really About Geometry #QuantumMechanics #ScatteringTheory #SchrodingerEquation #QuantumPhysics #TheoreticalPhysics #ParticleInteraction #WaveFunction #PhysicsConcepts #MathInPhysics #QuantumIntuition #PhysicsExplain

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Satish

@ArasthooApp

6 months ago

Ramanujan's century-old pi formulas are now key to understanding turbulence, percolation, and black holes, revealing a stunning connection between pure math and the universe's physical laws! #MathInPhysics #Ramanujan #India

ArasthooApp's tweet photo. Ramanujan's century-old pi formulas are now key to understanding turbulence, percolation, and black holes, revealing a stunning connection between pure math and the universe's physical laws! #MathInPhysics #Ramanujan #India https://t.co/TXcCfTkwqH

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Chris McGinty @McGintyEquation

8 months ago

Deriving resonant freq: ω_r = ω_0 * Γ(D/2). For D=1.8, ~1.7 THz. Solve via gamma integrals—self-similarity FTW. Transparent math from MEQ variational principles. Nerds, drop your calcs below! 📐 #MathInPhysics #ZPEHOT

McGintyEquation's tweet photo. Deriving resonant freq: ω_r = ω_0 * Γ(D/2). For D=1.8, ~1.7 THz. Solve via gamma integrals—self-similarity FTW. Transparent math from MEQ variational principles. Nerds, drop your calcs below! 📐 #MathInPhysics #ZPEHOT https://t.co/v95h6kkrJa

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Curio Quip @CurioQuip

over 1 year ago

2/ What Is the Wigner Distribution? It’s a probability distribution describing the eigenvalues of random symmetric matrices. Its density forms a semicircle, giving it its name. 🌐📊 #WignerDistribution #MathInPhysics #Probability

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FindLight

@FindLightInc

over 1 year ago

Majorana modes meet math! Researchers explore the Jones polynomial’s connection to topological quantum computing. Could this pave the way for stable quantum systems? Read more: https://t.co/7N1NsnEDWh #QuantumComputing #MathInPhysics #MajoranaModes

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Marco Smith @MadEnergyFlow

almost 2 years ago

🧮 Mathematics of Time Dilation: Gravitational time dilation is given by the factor dτ/dt = sqrt(1 - 2GM/c²r). The closer you are to a massive object (smaller r), the slower time ticks relative to an observer far from the mass. #MathInPhysics #SpacetimeCurvature

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