Statistical field theory - Quiz
  • 1. What does SFT stand for in theoretical physics?
A) Structural field theory
B) Scientific field theory
C) Statistical field theory
D) Standard field theory
  • 2. Statistical field theory is particularly useful for describing systems near what?
A) Absolute zero
B) Atomic collapse
C) Mechanical equilibrium
D) Phase transitions
  • 3. What characterizes the microstates of a system in statistical field theory?
A) Quantum entanglement
B) Particle trajectories
C) Wave functions
D) Field configurations
  • 4. Which physical theory shares techniques like the path integral formulation with statistical field theory?
A) Quantum field theory
B) Classical thermodynamics
C) General relativity
D) Fluid dynamics
  • 5. What is the name for statistical field theory when applied to polymers?
A) Polymer mechanics
B) Polymer field theory
C) Macromolecular field theory
D) Synthetic field theory
  • 6. What mathematical transformation allows the application of statistical field theory results to quantum field theory?
A) Laplace transform
B) Fourier transform
C) Wick rotation
D) Lorentz transformation
  • 7. What are the correlation functions of a statistical field theory called?
A) Partition functions
B) Green's functions
C) Correlation tensors
D) Schwinger functions
  • 8. The properties of Schwinger functions are described by which axioms?
A) Hilbert axioms
B) Osterwalder–Schrader axioms
C) Euclidean axioms
D) Minkowski axioms
  • 9. Which of the following is NOT mentioned as a system described by statistical field theory?
A) Superfluidity
B) Superconductivity
C) Magnetism
D) Nuclear fission
  • 10. Statistical field theory is used in which fields?
A) Polymer physics and biophysics
B) Chemical kinetics only
C) Geology and seismology
D) Astrophysics and cosmology
  • 11. What does statistical field theory encompass?
A) Only equilibrium models
B) Many different models
C) A single universal theory
D) No specific models
  • 12. What space is the result of performing a Wick rotation from Minkowski space?
A) Hilbert space
B) Riemannian space
C) Phase space
D) Euclidean space
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