Contributions to the Theory of Nonlinear Oscillations, Volume V

Equation Theory Dimensional analysis Maxima and minima Bifurcation theory Dimension Lyapunov stability Equations of motion Floquet theory Probability Analytic function Continuous function Characteristic exponent Quadratic function Convex Set Linear differential equation Optimal control Connected space Nonlinear system Implicit Function Theorem Linearity Eigenvalues and Eigenvectors Differentiable manifold Existence theorem Limit cycle Characteristic Polynomial Theorem Homotopy Manifold Affine space Vector space Differential equation Linear algebra Cauchy Sequence Déterminant Lipschitz continuity Elliptic function Homeomorphism Parametrization Endomorphism Hypersurface Coefficient Submanifold Clockwise Cartesian coordinate system Affine Plane Big O notation Complex conjugate Control function (econometrics) Degrees of freedom (statistics) Degeneracy (mathematics) Differentiable function Coefficient Matrix Existential quantification Fixed point (mathematics) Hyperplane N-vector Orbital stability Periodic function Quadratic differential Real projective space Limit point Linear map Sign (mathematics) summation Linear space (geometry) piecewise Uniqueness theorem Scientific notation Special case