Add to ORKGWe give a survey of some results on Newton's problem of minimal resistance obtained in [1] and we present a new result for the class of fixed surface
We address Newton-type problems of minimal resistance from an optimal control perspective. It is pro...
Newton's problem of minimal resistance is one of the first problems of optimal control: it was propo...
We study the minima of the functional $int_Omega f(nabla u)$. The function $f$ is not convex, the s...
In [L] Legendre discusses the set of admissible functions for Newton's variational problem of minima...
The existence of a body of minimal resistance with prescribed volume is proved in the class of profi...
In [4] Legendre discusses the set of admissible functions for Newton's variational problem of minim...
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave...
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave...
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave...
We study the flat region of stationary points of the functional∫ Ω F (|∇u(x)|)dx under the constrain...
Newton's problem of the body of minimal aerodynamic resistance is traditionally stated in the class ...
We consider the following problem: minimize the functional f (∇u(x)) dx in the class of concave func...
A parallel flow of non-interacting point particles is incident on a body at rest. When hitting the b...
A parallel flow of non-interacting point particles is incident on a body at rest. When hitting the ...
We consider Newton's problem of minimal resistance for unbounded bodies in Euclidean space ℝd, d ≥ 2...
We address Newton-type problems of minimal resistance from an optimal control perspective. It is pro...
Newton's problem of minimal resistance is one of the first problems of optimal control: it was propo...
We study the minima of the functional $int_Omega f(nabla u)$. The function $f$ is not convex, the s...
In [L] Legendre discusses the set of admissible functions for Newton's variational problem of minima...
The existence of a body of minimal resistance with prescribed volume is proved in the class of profi...
In [4] Legendre discusses the set of admissible functions for Newton's variational problem of minim...
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave...
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave...
We characterize the solution to the Newton minimal resistance problem in a class of radial q-concave...
We study the flat region of stationary points of the functional∫ Ω F (|∇u(x)|)dx under the constrain...
Newton's problem of the body of minimal aerodynamic resistance is traditionally stated in the class ...
We consider the following problem: minimize the functional f (∇u(x)) dx in the class of concave func...
A parallel flow of non-interacting point particles is incident on a body at rest. When hitting the b...
A parallel flow of non-interacting point particles is incident on a body at rest. When hitting the ...
We consider Newton's problem of minimal resistance for unbounded bodies in Euclidean space ℝd, d ≥ 2...
We address Newton-type problems of minimal resistance from an optimal control perspective. It is pro...
Newton's problem of minimal resistance is one of the first problems of optimal control: it was propo...
We study the minima of the functional $int_Omega f(nabla u)$. The function $f$ is not convex, the s...