Linked from

The 15 pages that link to Lattice QCD, each with the reason it gives.

• Quantum chromodynamicsRelated: It enables nonperturbative calculations of hadron properties from QCD.

• Strong interactionRelated: It enables nonperturbative calculations where the interaction is too strong for ordinary perturbation theory.

• Color chargeRelated: It calculates nonperturbative consequences of color charge, including hadron properties.

• Color confinementRelated: Lattice calculations provide nonperturbative evidence for confinement through the behavior of color fields.

• Parton distribution functionCompared with: It seeks first-principles access to distributions through calculable hadronic matrix elements.

• Anomalous magnetic dipole momentRelated: It provides a first-principles route to estimating hadronic contributions to the muon anomaly.

• Strong CP problemRelated: It calculates nonperturbative quantities needed to connect axion properties with QCD.

• Strange quarkRelated: It calculates strange-quark effects in hadron properties and strong-interaction processes.

• Computational physicsBroader topic: It enables calculations of quark and gluon behavior from the fundamental theory of strong interactions.

• David GrossRelated: It uses the same theory Gross helped establish to calculate strongly interacting matter.

• Quark epochRelated: It provides nonperturbative calculations of the high-temperature transition.

• Lattice modelBroader topic: It uses lattice discretization to calculate strong-interaction physics nonperturbatively.

• QCD vacuumRelated: Lattice calculations test vacuum condensates and phase structure from first principles.

• Nucleon magnetic momentRelated: It allows first-principles calculations of proton and neutron magnetic moments.

• QCD matterRelated: It calculates equilibrium properties of QCD matter from the underlying theory.