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Sufficient conditions for variational problems with variable endpoints: Coupled points
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Outgoing claims: the papers this work cites, builds on, or argues with.
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Calculus of Variations: Applications
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Deterministic and Stochastic Optimal Control
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Ordinary Differential Equations
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One-dimensional variational problems whose minimizers do not satisfy the Euler-Lagrange equation
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A second-order Lagrangian condition for restricted control problems
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First and second order sufficient conditions for optimal control and the calculus of variations
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Sufficiency conditions with minimal regularity assumptions
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Extensions of Linear-Quadratic Control Theory
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Variable end points problems in the calculus of variations : Coupled points
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Existence theorems for general control problems of Bolza and Lagrange
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Intermediate existence and regularity in the calculus of variations
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Riccati Differential Equations
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Ordinary Differential Equations
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Calculus of Variations and Optimal Control Theory
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Regularity Properties of Solutions to the Basic Problem in the Calculus of Variations
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Coupled Points in the Calculus of Variations and Applications to Periodic Problems
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The Calculus of Variations and Optimal Control
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Sufficiency Criteria via Focal Points and via Coupled Points
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Ordinary Differential Equations
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Method of Dynamic and Nonsmooth Optimization
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Optimization and Nonsmooth Analysis
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Calculus of Variations and Optimal Control Theory
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Sufficiency and the Jacobi Condition in the Calculus of Variations
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Local Minimality of a Lipschitz Extremal
What points at this work
Incoming claims: where this work appears in other papers’ reference lists and arguments.
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Runge-Kutta Discretizations of Optimal Control Problems
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On Stability Analyses of Three Classical Buckling Problems for the Elastic Strut
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Optimality, stability, and convergence in nonlinear control
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Runge-Kutta methods in optimal control and the transformed adjoint system
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Quadratic Functionals with General Boundary Conditions
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On Stability Analyses of Three Classical Buckling Problems for the Elastic Strut
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The minimum plane path for movable end-points and the nonsimultaneous variations
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Local minimality properties of circular motions in $$1/r^\alpha $$ potentials and of the figure-eight solution of the 3-body problem
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THE RICCATI EQUATION FOR REGULAR LQ-CONTROL PROBLEMS WITH CONSTRAINTS
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Riccati equations for abnormal time scale quadratic functionals
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Calculus of variations on time scales: weak local piecewise Crd1 solutions with variable endpoints
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Coupled intervals in the discrete calculus of variations: necessity and sufficiency
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Symplectic difference systems: variable stepsize discretization and discrete quadratic functionals
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A half-linear differential equation and variational problem
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Nonnegativity of a discrete quadratic functional in terms of the (strengthened) legendre and jacobi conditions
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The Riccati Equation for Regular LQ-Control Problems with Constraints
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Discrete Optimal Control: Second Order Optimality Conditions
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Coupled Intervals in the Discrete Optimal Control
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The Euler approximation in state constrained optimal control
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Sufficient conditions in optimal control
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Optimality Conditions for Discrete Variational Problems
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Second-Order Runge--Kutta Approximations in Control Constrained Optimal Control
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Optimality Conditions for a Constrained Control Problem
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Constrained Regular LQ-Control Problems
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PERTURBATION OF NONNEGATIVE TIME SCALE QUADRATIC FUNCTIONALS
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Reid Roundabout Theorems for Time Scale Symplectic Systems
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Necessary and sufficient conditions for one-dimensional variational problems with applications to elasticity
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Time scale embedding theorem and coercivity of quadratic functionals
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Minima in control problems with constraints
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