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The 96 pages that link to Quantum field theory, each with the reason it gives.

• Gerard ’t HooftNarrower topic: ’t Hooft’s key results made interacting quantum field theories mathematically manageable.

• QuantizationNarrower topic: Field quantization is the basis of the modern theory of elementary particles.

• Theory of everythingNarrower topic: The Standard Model is built in this language, which must also accommodate gravity.

• Willis LambNarrower topic: The Lamb shift became a landmark empirical success for quantum field theory.

• History of quantum mechanicsNarrower topic: It became the broader language for particle physics beyond nonrelativistic quantum mechanics.

• Interpretations of quantum mechanicsNarrower topic: Interpretive questions persist when quantum theory is extended to relativistic fields.

• Michio KakuNarrower topic: Kaku’s technical work extends field-theoretic methods to interacting strings.

• Quantum foamNarrower topic: Its fluctuating fields provide a familiar quantum precedent, though gravity is not fully incorporated.

• Subatomic particleNarrower topic: It supplies the main theoretical language for describing elementary particles and their interactions.

• Atomic systemNarrower topic: It extends particle-based atomic descriptions to creation and annihilation processes.

• Field and string theory models and techniquesNarrower topic: It is the central framework whose models and techniques this page surveys.

• Heaviside–Lorentz unitsNarrower topic: Its relativistic notation often sets electromagnetic constants to one and uses rationalized units.

• Hypothetical particleNarrower topic: Most modern particle proposals are formulated as fields and their excitations.

• Hypothetical particle physics modelsNarrower topic: Most particle extensions are formulated as quantum field theories.

• List of particlesNarrower topic: It explains how elementary entries are created, annihilated, and coupled.

• Martinus J. G. VeltmanNarrower topic: Its mathematical problems formed the background to Veltman’s research on gauge interactions.

• Mathematical formulation of quantum mechanicsNarrower topic: It extends quantum mathematics to systems with variable particle number and fields.

• Mathematical formulation of the Standard ModelNarrower topic: The Standard Model is a specific quantum field theory.

• QCD matterNarrower topic: QCD is a quantum field theory, so its matter is described through fields and excitations.

• QuantumNarrower topic: It treats particles as discrete field excitations, extending the quantum idea beyond bound systems.

• Quantum vacuum stateNarrower topic: The vacuum state is defined separately for each quantum field in this framework.

• Schwinger's quantum action principleNarrower topic: The principle is widely applied to derive field-theoretic equations and identities.