Recent advances on gradient methods in control theory
Sequential and combined gradient restoration algorithms for functional minimization in control theory
Miele, A.↗
Engineering topics
Miele, A.
Publications and source records attributed to Miele, A..
Modified quasilinearization method for solving nonlinear, two-point boundary-value problems
Modified quasilinearization method for solving nonlinear, two point boundary value problems
Iyer, R. R.↗
Modified quasilinearization method for solving nonlinear equations
Modified quasilinearization algorithm for solving nonlinear equations
Miele, A.↗
Sequential gradient-restoration algorithm for the minimization of constrained functions - Ordinary and conjugate gradient versions
Sequential gradient-restoration algorithm for minimization of function subject to constraint
Heideman, J. C.↗
The restoration of constraints in holonomic and nonholonomic problems.
Constraint restoration in holonomic and nonholonomic problems involving system of algebraic or transcendental equations or first order differential equations
Damoulakis, J. N.↗
Mathematical programming for constrained minimal problems. Part 1 - Sequential gradient, restoration algorithm
Algorithm using gradient and restoration phases for constrained minimal problems
Heideman, J. C.↗
Gradient methods in control theory. Part 1 - Ordinary gradient method
Calculus of variations minimized under linearized differential constraint for hybrid gradient method
Miele, A.↗
Gradient methods in control theory. Part 2 - Sequential gradient-restoration algorithm
Sequential gradient-restoration algorithm
Miele, A.↗
Variational approach to the gradient method - Theory and numerical experiments
Analytical approach to gradient method within framework of Bolza problem of variational calculus, using linearized differential and isoperimetric constraints
Miele, A.↗
Method of particular solutions for linear, two- point boundary-value problems.
Boundary value problem solved by combining linearly particular solutions of original nonhomogeneous set
Miele, A.↗
Conical bodies of given length and volume having maximum lift-to-drag ratio at hypersonic speeds. I - Direct methods.
Lift to drag ratio attainable by slender conical bodies flying at supersonic velocities
Heideman, J. C.↗
Method of particular solutions for linear, two point boundary value problems. Part 2 - General theory
Solution for linear boundary value problems using digital computers
Miele, A.↗
Method of Particular Solutions for Linear, Two-point Boundary-value Problems. Part 1 - Preliminary Examples
Particular solutions for linear two-point boundary value problems with regard to digital computers
Miele, A.↗
Configurations having maximum lift to drag ratio for hypersonic flight Summary final report
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Miele, A.↗
The restoration of constraints in nonholonomic problems
Restoration of constraints in nonholonomic equations
Damoulakis, J. N.↗
Optimum transversal contour of a lifting body at hypersonic speeds.
Lift drag ratio attainable by optimal transversal contour slender conical lifting body at hypersonic speeds
Miele, A.↗
Engineering considerations on the transversal contour of a lifting body.
Lift drag ratios attainable by slender bodies at hypersonic speeds assuming modified Newtonian pressure distribution and surface constant friction coefficient
Huang, H.-Y.↗
Maximum lift-to-drag ratio of a slender wing at hypersonic speeds.
Slender wing maximum lift-drag ratio at hypersonic speeds obtained assuming modified Newtonian pressure distribution and skin-friction drag
HYPERSONIC SPEED↗