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The chiral separation effect from lattice QCD at the physical point
In this paper we study the Chiral Separation Effect by means of first-principles lattice QCD simulations. For the first time in the literature, we...
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Lattice Quantum Gravity: EDT and CDT
This chapter contains an overview of the use of so-called Euclidean dynamical triangulations (EDT) and causal dynamical triangulations (CDT) as...
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Heavy Quarks on the Lattice
I review the basic ideas behind lattice QCD calculations that involve charm and bottom quarks. I report on the progress in getting the correct...
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Lattice Approximation
The lattice approximation gives a discrete finite dimensional approximation to Euclidean field theories. It is a useful ultraviolet cutoff. In...
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Baryon Spectroscopy in Lattice QCD
We review recent developments in the study of excited baryon spectroscopy in lattice QCD. After introducing the basic methods used to extract masses...
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Observation of flat bands and Dirac cones in a pyrochlore lattice superconductor
Emergent phases often appear when the electronic kinetic energy is comparable to the Coulomb interactions. One approach to seek material systems as...
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Lattice Chiral Fermions from Continuum Defects
We consider whether defects of co-dimension two could produce new lattice chiral fermions.
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Point Groups
In this chapter, we introduce point groups, which are of great importance in solid-state physics. We start with the general definition of point...
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Radiative transitions in charmonium from lattice QCD
The coupling of various charmonium mesons to a photon is studied using lattice QCD, giving access to radiative form factors and transitions, and...
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Fundamentals of Lattice Boltzmann Method
Different from the traditional computational fluid dynamics based on the macroscopic Navier–Stokes equations, the lattice Boltzmann method (LBM),...
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Dynamical Conductivities for the Fermionic Lieb Lattice
On the Lieb lattice, each unit cell contains three atoms, and its energy spectrum has a three-band structure, with a flat band touching two...
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Phase Transitions and Lattice Systems
A central topic in Statistical Mechanics is the theory of phase transitions. In this chapter we introduce the problem and discuss some basic rigorous...
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Studying the Influence of T2O Substitution for H2O on the Dynamic Properties, Density Maximum, and Melting Point of Ice in Terms of the Lattice Dynamics Method
AbstractAn isotopic effect arising from the substitution of superheavy water molecules for normal water molecules in ice (I h ) has been studied by...
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Bootstrapping the Abelian lattice gauge theories
We study the ℤ 2 and U(1) Abelian lattice gauge theories using a bootstrap method, in which the loop equations and positivity conditions are employed...
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Tachyonic production of dark relics: classical lattice vs. quantum 2PI in Hartree truncation
We study the out-of-equilibrium production of non-minimally coupled self-interacting scalar dark matter during reheating using classical lattice...
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Is the Lattice Fermionic Casimir Effect Universal?
We apply the physically more appealing MIT Bag boundary conditions to study the Casimir effect on the lattice. Employing known formalism to calculate...
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Operando measurement of lattice deformation profiles of synchrotron radiation monochromator
This study presents a new method for characterizing the thermal lattice deformation of a monochromator with high precision under service conditions...
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Lattice Hamiltonian for adjoint QCD2
We introduce a Hamiltonian lattice model for the (1 + 1)-dimensional SU( N c ) gauge theory coupled to one adjoint Majorana fermion of mass m . The...
