OAI/MathematicalPhysics/ContinuumCoulomb/OneParticle/CubeMeasure.lean

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3 declarations, 0 contain sorry, 0 declared as axioms

The recursive quadrature integral is the actual product Lebesgue integral on the cube. This identifies the six-coordinate computation with the finite Coulomb box, rather than a separately defined integral.

  1. def OAI.ContinuumCoulomb.UniformQuadrature.cubeMeasure line 14
  2. instance OAI.ContinuumCoulomb.UniformQuadrature.cubeMeasure_finite line 17
  3. theorem OAI.ContinuumCoulomb.UniformQuadrature.cubeIntegral_eq_integral line 21