Summing Up

The Chairman's summing-up

Banach Spaces with the 2-summing Property

A Banach space X has the 2-summing property if the norm of every linear operator from X to a Hilbert space is equal to the 2-summing norm of the operator. Up to a point, the theory of spaces which have this property is independent of the scalar eld: the property is self-dual and any space with the property is a nite dimensional space of maximal distance to the Hilbert space of the same dimensio...

Characterization of DTMOST Structures to be used in Bandgap Reference Circuits in 0.13μm CMOS Technology

Abstract. This document describes objectives and method used to characterize DTMOST structures in the 0.13μm CMOS technology. The temperature dependence of the Id(Vgs) relationship is measured and parameterized into a simple mathematical model. On the basis of this model performances of two basic Bandgap reference (BGR) circuits have been evaluated. The classical voltage summing BGR circuit dem...

M ar 1 99 4 BANACH SPACES WITH THE 2 - SUMMING PROPERTY

A Banach space X has the 2-summing property if the norm of every linear operator from X to a Hilbert space is equal to the 2-summing norm of the operator. Up to a point, the theory of spaces which have this property is independent of the scalar field: the property is self-dual and any space with the property is a finite dimensional space of maximal distance to the Hilbert space of the same dime...

The Commissioner's Summing-Up, and the Verdict