'Function evaluations' presentation slideshows

Optimization

628 views • 61 slides

Functional Programming

656 views • 29 slides

Numerical Methods To Solve Initial Value Problems

Numerical Methods To Solve Initial Value Problems. An Over View of Runge-Kutta Fehlberg and Dormand and Prince Methods. William Mize. Quick Refresher. We are looking at Ordinary Differential Equations More specifically Initial Value Problems Simple Examples: Solution of:

491 views • 23 slides

Optimization : The min and max of a function

Optimization : The min and max of a function. Michael Sedivy Daniel Eiland. Introduction. Given a function F(x), how do we determine the location of a local extreme (min or max value)? Two standard methods exist :. F(x) with global minimum D and local minima B and F.

457 views • 20 slides

Optimization with Constraints

Optimization with Constraints. Standard formulation Why are constraints a problem? Canyons in design space Equality constraints are particularly bad!. Derivative-based optimizers. All are predicated on the assumption that function evaluations are expensive and gradients can be calculated.

546 views • 18 slides

SE301: Numerical Methods Topic 8 Ordinary Differential Equations (ODEs) Lecture 28-36

371 views • 18 slides

Lecture 28: Comparison of different numerical integrators

266 views • 11 slides

Global Optimization: Visualizing Heuristic Strategies

66 views • 6 slides