remark A.699 The third condition is not decoration

Rests on

• depends_on definition A.698 The Hertz contact problem ¶
  • depends_on phenomenon 30.70 Hertzian contact ¶
    • depends_on definition 30.31 The engineering moduli ¶
      • depends_on definition 30.20 Pressure and deviatoric stress ¶
        • depends_on proposition 30.19 The stress tensor is symmetric ¶
        • depends_on theorem 5.79 Spectral theorem for a self-adjoint operator ¶
      • depends_on equation 30.21 eq:elast-hooke-isotropic ¶
    • depends_on proposition 30.23 Virtual work; the weak form ¶
      • depends_on definition 30.22 Boundary conditions of elastostatics ¶
        • depends_on definition 10.24 Well-posed problem ¶
        • depends_on theorem 30.21 Cauchy's equation of motion ¶
      • depends_on theorem 30.21 Cauchy's equation of motion ¶ ↺
      • proves proof ch:13-continuum-elasticity@proof-10 ¶
    • proves proof ch:13-continuum-elasticity@proof-34 ¶
    • proves proof ch:13-continuum-elasticity@prooflink-3 ¶
  • depends_on theorem A.695 Boussinesq's point-force solution, quoted ¶
    • depends_on definition 30.31 The engineering moduli ¶ ↺
    • depends_on equation 30.21 eq:elast-hooke-isotropic ¶ ↺
    • depends_on theorem 30.18 Cauchy: the stress tensor exists ¶
      • depends_on definition 30.17 Traction ¶
        • depends_on definition 7.126 Line and surface integrals ¶
        • depends_on definition 30.2 Representative volume element; continuum field ¶
      • depends_on definition 13.5 Tensor under orthogonal transformations ¶
        • depends_on definition 13.4 Orthogonal coordinate transformation ¶
      • proves proof ch:13-continuum-elasticity@proof-7 ¶

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