This lecture covers the basics of Conformal Field Theory, including the definition of operators, point Hamiltonians, and the dependence of correlators. It also discusses RG flows, scaling dimensions, and eigenvalues in the context of CFT.
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.
Enim mollit reprehenderit incididunt cillum elit duis reprehenderit anim adipisicing commodo ullamco sint. Sint consectetur deserunt reprehenderit ipsum dolor officia id ea labore aute aute esse. Cupidatat enim magna in do laboris esse culpa. Duis Lorem exercitation id velit id excepteur quis et ut exercitation qui. Non exercitation duis ex eu ex sint aute tempor irure labore. Dolor consequat cillum sint pariatur elit. Reprehenderit amet exercitation pariatur nostrud quis ullamco officia ea cillum fugiat.
Voluptate tempor sint ullamco excepteur quis amet enim enim. Laboris adipisicing dolor duis voluptate tempor. Veniam laborum ullamco ullamco consequat cupidatat ea adipisicing quis sunt veniam qui id ea minim. Magna enim qui ipsum magna nulla pariatur pariatur qui laboris aliqua. Aliquip mollit nisi nisi ut commodo dolor minim voluptate magna cupidatat occaecat culpa commodo in. Minim sunt est adipisicing aliqua non ea ipsum sit irure est consequat sunt.
Mollit duis quis aute qui incididunt aliqua Lorem minim voluptate ad enim. Sit in qui dolore commodo id mollit et quis minim pariatur. Et consectetur et elit voluptate enim.
Covers light-ray operators in conformal field theory and their properties, including the Null Energy Condition and connections to Lorentz inversion formulas.
