## Energy and Entropy as Real Morphisms for Addition and Order |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Common terms and phrases

addition and order adiabatic processes assume axiom called commutative semigroup component of content concave function condition contact experiments decreases with passive defined definition of entropy denote differentiable passive process differential form dynamical system elastic collisions element energy and entropy energy function energy increase function entropy function equivalence class equivalence relation exists frame of reference function q gauge factor Giles 18 group G inertial mass integer introduced invariant under positive inverse element kinetic energy kinetic energy function manifold mapping material particles means measures of natural mechanical natural processes mechanical system morphism motion system natural number passive process chain physical interpretation physical system positive Lorentz-transformations pre-ordered commutative group primitive concept Proof properties purely mechanical natural real additive function real function real G real number relativistic kinetic energy remarked respect satisfies static force structure of addition subgroup subsemigroup subsystems Suppose tangent space Theorem thermal system thermodynamic systems uniquely determined vector