Quantum Field Theory and the Standard Model

By M. Schwartz. 2013

1,095 citations recorded by the source corpus.

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Citations in the corpus

Towards understanding the ultraviolet behavior of quantum loops in infinite-derivative theories of gravity (2014, methodology): “uadratic divergence as expected: M4 2048ˇ 4M p M2 (log(4) 8) 24 : (D.14) E Dimensional regularization If we want to regulate dimensionally an integral, we should follow a certain procedure, see Refs. [58, 59, 60]. First, we make the following replacement: Z d4k (2ˇ)4 g(p;k) h(p;k) ! Z ddk (2ˇ)d g(p;”
The cosmological bootstrap: inflationary correlators from symmetries and singularities (2018, unknown): “[71–73], but is common in the modern literature on scattering amplitudes, e.”
Detection of sub-MeV dark matter with three-dimensional Dirac materials (2017, background): “ materials with a band gap, it is simplest to determine the complex permittivity rby borrowing the expression for the one-loop polarization function in massive QED in 3+1 dimensions (see e.g., Ref. [74]). In doing so, we substitute c!v F and EM !e, where v F is the Fermi velocity and eis the eectiv”
Building a boostless bootstrap for the bispectrum (2020, methodology): “rly times and guarantees convergence. This pole at E T can also be understood in a dierent way starting from the Lippmann-Schwinger equation, a.k.a. using old-fashioned perturbation theory (see e.g. [67]). It arises when inverting the time-independent Schrodinger equation to obtain the formal soluti”
TASI Lectures on Scattering Amplitudes (2017, unknown): “• “Scattering Amplitudes” [130] and “Scattering Amplitudes in Gauge Theory and Gravity” [26], by Elvang and Huang • “Scattering Amplitudes in Gauge Theories” [131], by Henn and Plefka • “Quantum Field Theory and the Standard Model” [132], by Schwartz • “Quantum Field Theory in a Nutshell” [27], by Z”
Superrenormalizable quantum gravity with complex ghosts (2015, background): “(16) for the case of individual graphs by cutting the diagrams [19] (see also [26] for the introduction).”
The Cosmological Optical Theorem (2020, background): “It would be desirable to derive some non-perturbative results, as it is possible to do in flat spacetime [1].”
Jet substructure at the Large Hadron Collider: A review of recent advances in theory and machine learning (2017, methodology): “For the reader interested in more specialized techniques, these can be supplemented by reviews and texts on QCD relevant for jet substructure calculations [10, 11, 12, 13, 14, 15, 16, 17], as well as several standard texts and reviews on deep learning [18, 19, 20] (for particle physics [21, 22]), an”
Electroweak radiative corrections for collider physics (2019, background): “[87], which is compatible with our conventions in this subsection), Lθ = −θQCD gs 16π2 G̃μνG a,μν − θ2 g2 16π2 W̃a μνW a,μν − θ1 g1 16π2 B̃μνB (35)”
Softness and amplitudes’ positivity for spinning particles (2016, background): “7) (8)We follow the conventions of [39] where the scattering matrix is S = 1 + (2π)(4)δ(4)( ∑ pi)iM.”
Introduction to Soft-Collinear Effective Theory (2014, methodology): “That the method has reached maturity can also be deduced from the fact that one of the chapters of the Review of Particle Physics [226] is devoted to SCET and that the effective theory now has found its way into a quantum field theory textbook [316].”
Classical black hole scattering from a worldline quantum field theory (2020, methodology): “ith the generators T in the representation of the scalar. This representation of the Green’s function has been used for 2The derivation of this classic result is nicely reviewed in chapter 33 of ref. [101]. 6 ecient calculations of one-loop amplitudes and eective actions in gauge theories [102], and”
Light–matter interactions with photonic quasiparticles (2020, unknown): “ndersen2019] [Smith1953, Yang2018] [Ritchie1957, Guzzinati2017] [Kramers1925] [Compton1923] [Mayer1931, Cesar1996] [Nevet2010] [Rivera2016] [Rivera2019a] [Frank1960] [Hayat2008] Lamb shift [Lamb1947] [Schwartz2014] [Frohlich1950] [McPherson1987] [Ghimire2011] [Chen1998] [Raman1928] [*] [Barwick2009]”
AI Feynman: A physics-inspired method for symbolic regression (2019, unknown): “Schwartz [40].”
Looking Inside Jets (2019, background): “The theory describes the interaction between fermionic and bosonic fields associated to quarks and gluons respectively (see for instance [19, 20, 21, 22, 23] and references therein).”
Black Hole Formation and Classicalization in Ultra-Planckian 2 ! N Scattering (2014, background): “ections. 3Alternatively, in the non{relativistic limit the elastic cross section d˙ d CM = 1 64ˇ2m2 p jAj2 can be approximated by the t{channel matrix element A= ( 2emp)1 t(2eme) also yielding (3.12) [18]. 15 3.3 Eikonal constraints and high{energy limits A special region of the space of kinematic i”