8.EFTx, Module 1 Lecture 1, Introduction to Effective Field Theory

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8 EFTx Module 2 Lecture 1, Bottom Quarks in Hydrogen

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8.EFTx, Module 52 Lecture 14, NonRelativistic Conformal Symmetry and Wigner's SU(4)

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8.EFTx, Module 4 Lecture 1, Standard Model as an EFT

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8.EFTx, Module 39 Lecture 10, Renormalons in Quantum Field Theory

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8.EFTx, Module 93 Lecture 25, Rapidity Divergences in SCET2

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8.EFTx, Module 48 Lecture 12, EFT with a Fine Tuning

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Freq Physics: e8 Theory of Everything

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1. Introduction to Effective Field Theory (EFT)

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Effective Field Theories in Nuclear and Particle Physics (Part 1)

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Why is Mathematics so Unreasonably Effective in Physics ? I Dr. Pervez Hoodbhoy

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Rupert FRANK - 1/3 A microscopic derivation of Ginzburg-Landau theory

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An Euler System for the Symmetric Square of a Modular Form - Chris Skinner

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Watch this first! Advanced quantum field theory, Lecture 8

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Lecture 27: Renormalization and envelopes

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QFT2 Lecture 8a: Quantizing Yang-Mills theory

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Uncertainty quantification, surrogate building and active learning

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8.EFTx, Module 27 Lecture 7, ChPT power counting theorem

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8.EFTx, Module 59 Lecture 15, Collinear Propagator \u0026 Power Counting

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8.EFTx, Module 14 Lecture 4, Counterterms

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8.EFTx, Module 78 Lecture 21, Cusp Anomalous Dimension

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8.EFTx, Module 53 Lecture 14, Detueron Bound State in a NonRelativistic EFT

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8.EFTx, Module 83 Lecture 22, When do we have Convolutions?

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8.EFTx, Module 54 Lecture 14, Coupling to Conserved Charges, Axion Example

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8.EFTx, Module 89 Lecture 24, SCET2

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8.EFTx, Module 44 Lecture 12, Renormalon Pole is Landau Pole

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8.EFTx, Module 50 Lecture 13, Fine Tuning via Matching

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8.EFTx, Module 94 Lecture 26, Rapidity Renormalization Group

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8.EFTx, Module 38 Lecture 10, OPE for Heavy Quark Effective Theory

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