James Riddick Partington

Mäkilä and Partington : Input – Output

A formal framework is set up for the discussion of generalized autoregressive with external input models of the form = , where and are linear operators, with the main emphasis being on signal spaces consisting of bounded sequences parametrized by the integers. Different notions of stability are explored, and topological notions such as the idea of a closed system are linked with questions of st...

James

a chair, he was the very picture of dejection. His small head was hanging, an obstreperous tuft of the coarse, sandy hair standing defiantly upright on the crown of it; his complexion was sallow and pasty, and not in any way enhanced by a sparse scattering of tiny yellow freckles, plainly visible at close view; his generous mouth drooped, like his head, the lips pale, but firmly closed. In his ...

James Taylor

James bundles

We study cubical sets without degeneracies, which we call –sets. These sets arise naturally in a number of settings and they have a beautiful intrinsic geometry; in particular a –set C has an infinite family of associated –sets J (C), i = 1, 2, . . ., which we call James complexes. There are mock bundle projections pi : |J (C)| → |C| (which we call James bundles) defining classes in unstable co...

James Fehlig

Fa c u l t y M e n t o r T h e U C I U n d e r g r a d u a t e R e s e a r c h J o u r n a l Key Terms: ♦ Bio-Networking Architecture