Four job performance and encouragement posters in a proof sheet. Each poster is represented multiple times. Posters read (left to right): "When in doubt . . Ask! Zero Defects. Its up to you" : "ZD its up to you" : "Careless Assembly . . There is no little mistake. Zero Defects. Its up to you" : and "Pride in Performance is a Habit. Zero Defects....
Created:
1964?
Contributed By:
University of Minnesota Libraries, Charles Babbage Institute.
This lecture will focus on the situation when gradients of the objective function are not available to an optimization algorithm. We summarize algorithms for local optimization of a deterministic function, with particular attention directed to model-based trust-region methods. We provide foundations for the theory underlying these algorithms and...
Creator:
Wild, Stefan (Argonne National Laboratory)
Created:
2016-08-05
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
In joint work with Carla Savage, we studied the inversion sequence representation of Eulerian polynomials and their generalizations. This led us to new recurrences for the generalized Eulerian polynomials and their refinements. These recurrences, combined with a relaxed notion of interlacing polynomials, called compatible polynomials, can be use...
Creator:
Visontai, Mirkà³ (Google Inc.)
Created:
2014-11-10
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
For a zero-sum stochastic game which does not satisfy the Isaacs condition, we provide a value function representation for an Isaacs-type equation whose Hamiltonian lies in between the lower and upper Hamiltonians, as a convex combination of the two. For the general case (i.e. the convex combination is time and state dependent) our representatio...
Creator:
Hernandez-Hernandez, Daniel (Center of Investigations in Mathematics (CIMAT))
Created:
2018-05-07
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
In this talk, I will discuss some issues and recent results related to the viscous boundary layer theory. In particular, I will present a global existence result on classical soluition to the 2-dimensional unsteady Prandtl's boundary system; some convergence results on viscous solutions when the viscosity becomes small. Both non-slip and Navier-...
Creator:
Xin, Zhouping (Chinese University of Hong Kong)
Created:
2010-02-24
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
