Search results for Particle Physics and Nuclear Physics

22 - Unitarity and the Largest Time Equation
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 197-203
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20 - The S-Matrix and Feynman Diagrams
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 180-187
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17 - Generating Functional for Connected Green’s Functions and the Effective Action (1PI Diagrams)
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 150-159
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28 - The Helicity Spinor Formalism
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 248-255
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Introduction
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp xxvii-xxviii
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35 - Renormalization Conditions and the Renormalization Group
from II - Loops, Renormalization, Quantum Chromodynamics, and Special Topics
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 325-337
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24 - Nonrelativistic Processes: Yukawa Potential, Coulomb Potential, and Rutherford Scattering
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 212-220
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50 - The Wilson Loop and the Makeenko–Migdal Loop Equation. Order Parameters; ’t Hooft Loop
from II - Loops, Renormalization, Quantum Chromodynamics, and Special Topics
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 465-475
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40 - The LSZ Reduction Formula
from II - Loops, Renormalization, Quantum Chromodynamics, and Special Topics
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 374-379
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49 - Parton Evolution and Altarelli–Parisi Equation
from II - Loops, Renormalization, Quantum Chromodynamics, and Special Topics
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 453-464
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7 - The Driven (Forced) Harmonic Oscillator
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 59-67
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25 - e+e− → ll̄ Unpolarized Cross-Section
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 221-229
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9 - The Feynman Path Integral for a Scalar Field
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 77-82
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69 - The Background Field Method
from II - Loops, Renormalization, Quantum Chromodynamics, and Special Topics
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 646-654
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Frontmatter
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp i-iv
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10 - Wick’s Theorem for Path Integrals and Feynman Rules Part I
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 83-90
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4 - Propagators for Free Scalar Fields
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 32-40
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8 - Euclidean Formulation and Finite-Temperature Field Theory
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 68-76
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1 - Review of Classical Field Theory: Lagrangians, Lorentz Group and its Representations, Noether Theorem
from I - Quantum Fields, General Formalism, and Tree Processes
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 3-12
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63 - Kadanoff Blocking and the Renormalization Group: Connection with Condensed Matter
from II - Loops, Renormalization, Quantum Chromodynamics, and Special Topics
Horatiu Nastase, Universidade Estadual Paulista, São Paulo
Book:

Introduction to Quantum Field Theory

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03 September 2021

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17 October 2019, pp 590-599
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Particle Physics and Nuclear Physics

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4735 results in Particle Physics and Nuclear Physics

22 - Unitarity and the Largest Time Equation

20 - The S-Matrix and Feynman Diagrams

17 - Generating Functional for Connected Green’s Functions and the Effective Action (1PI Diagrams)

28 - The Helicity Spinor Formalism

Introduction

35 - Renormalization Conditions and the Renormalization Group

24 - Nonrelativistic Processes: Yukawa Potential, Coulomb Potential, and Rutherford Scattering

50 - The Wilson Loop and the Makeenko–Migdal Loop Equation. Order Parameters; ’t Hooft Loop

40 - The LSZ Reduction Formula

49 - Parton Evolution and Altarelli–Parisi Equation

7 - The Driven (Forced) Harmonic Oscillator

25 - e+e− → ll̄ Unpolarized Cross-Section

9 - The Feynman Path Integral for a Scalar Field

69 - The Background Field Method

Frontmatter

10 - Wick’s Theorem for Path Integrals and Feynman Rules Part I

4 - Propagators for Free Scalar Fields

8 - Euclidean Formulation and Finite-Temperature Field Theory

1 - Review of Classical Field Theory: Lagrangians, Lorentz Group and its Representations, Noether Theorem

63 - Kadanoff Blocking and the Renormalization Group: Connection with Condensed Matter

Particle Physics and Nuclear Physics

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4735 results in Particle Physics and Nuclear Physics