The following pages link to Legendre transformation
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View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- Chemical thermodynamics (links | edit)
- Convex set (links | edit)
- Quantum field theory (links | edit)
- Thermodynamics (links | edit)
- Josiah Willard Gibbs (links | edit)
- Thermodynamic free energy (links | edit)
- Convex hull (links | edit)
- Adrien-Marie Legendre (links | edit)
- Semi-continuity (links | edit)
- Ensemble (mathematical physics) (links | edit)
- Integration by parts (links | edit)
- Inverse function rule (links | edit)
- Calculus of variations (links | edit)
- Hamiltonian mechanics (links | edit)
- Intensive and extensive properties (links | edit)
- Chemical potential (links | edit)
- Cotangent bundle (links | edit)
- Gibbs free energy (links | edit)
- Convex function (links | edit)
- Thermodynamic potential (links | edit)
- Helmholtz free energy (links | edit)
- Legendre (links | edit)
- Concave function (links | edit)
- Involution (mathematics) (links | edit)
- Jensen's inequality (links | edit)
- Internal energy (links | edit)
- Contact (mathematics) (links | edit)
- List of transforms (links | edit)
- Path integral formulation (links | edit)
- Clairaut's equation (links | edit)
- Analytical mechanics (links | edit)
- Non-equilibrium thermodynamics (links | edit)
- List of variational topics (links | edit)
- Legendre transform (integral transform) (links | edit)
- Contact geometry (links | edit)
- Minkowski addition (links | edit)
- Canonical transformation (links | edit)
- Locally convex topological vector space (links | edit)
- Duality (mathematics) (links | edit)
- Proper convex function (links | edit)
- Canonical coordinates (links | edit)
- Convex combination (links | edit)
- Tropical geometry (links | edit)
- Canonical quantization (links | edit)
- Carathéodory's theorem (convex hull) (links | edit)
- Modulus of continuity (links | edit)
- Convex conjugate (links | edit)
- Closed convex function (links | edit)
- List of convexity topics (links | edit)
- Chaplygin's equation (links | edit)