… For a density operator and an orthogonal projection P, we call f( ,A) the uncertainty of A in
state and f(P,A) the uncertainty of A in the subspace PH. The relation of Theorem 1 to Lemma 2 …

… Pfeifer is a prolific case writer, having been recognized in 2004 as the Darden School’s
faculty leader in terms of external case sales, and in 2008 with a Wachovia Award for …

… 'P ·D where Vis the cumulative volume of pores with radius >p… is the number of pores of radius
between p and p + dp. If we … p 2: r may accept -2rrph(p)/(rry2) guest molecules, For p ~r this …

In this letter we report that, at the molecular-size range, the surfaces of most materials are
fractals, that is, at this range, surface geometric irregularities and defects are characteristically …

The concept of fractal dimension D of surfaces, advanced as natural measure of surface
irregularity in part I of this series, is shown to apply to a remarkable variety of adsorbents: …

This paper demonstrates that nanospace engineering of KOH activated carbon is possible by
controlling the degree of carbon consumption and metallic potassium intercalation into the …

… z to have constant number density p, and the volume Q(z), the coverage at pressure P on the
Aat surface is … We invoke the FHH Ansatz again to obtain the film thickness z at pressure P: …

… that cut off after p lags, the STAR process exhibits a space-time correlation function that tails
off with both space and time and partial autocorrelations that cut off after p lags in time and X…

The lifetime value of a customer is an important and useful concept in interactive marketing.
Courtheaux (1986) illustrates its usefulness for a number of managerial problems—the most …

… Surface geometric irregularities of a wide variety of particulate materials are determined
by applying the fractal theory of surface science (P. Pfeifer and D. Avnir, J. Chem. …