Is there an optimal irradiation dose for photodynamic therapy: 37 J cm −2 or 75 J cm −2 ?

2 Overview of the CM - 2 and CM - 5 Computers

This paper presents a preliminary experimental study of the performance of basic sparse matrix computations on the CM-200 and the CM-5. We concentrate on examining various ways of performing general sparse matrix-vector operations and the basic primitives on which these are based. We compare various data structures for storing sparse matrices and their corresponding matrix – vector operations. ...

J ul 2 00 6 CM Stability And The generalized Futaki Invariant

Based on the Cayley, Grothendieck, Knudsen Mumford theory of determinants we extend the CM polarization to the Hilbert scheme. The Baum Fulton Macpherson GRR Theorem enables us to show that on any flat, proper, local complete intersection family the restriction of the extension and the original CM sheaf are isomorphic (under a mild hypothesis on the base). As a consequence the CM stability impl...

J ul 2 00 6 CM Stability And The Generalized Futaki Invariant II Sean

Let (X,L) be a smooth polarized complex variety of dimension n. In this paper we identify the leading terms of the (reduced) K-energy map with the weight F1(λ) provided that (X,L) moves in a good family X f → B. Consequently, we deduce that the properness of the K-Energy map implies the K-Stability of the variety. §0 Resumé of Results Let (X, L) be a compact polarized manifold. Assume L is very...

The CM - 2 Data Transposition

In a previous paper 6], we noted that the CM-2's natural data layout is not conducive to exchanging data with other machines. In order for CM-2 data to be understandable to a remote machine, a bitwise transpose must be performed on the data. Each bit in an n bit value must be transmitted to a diierent processor, requiring n send operations through the CM-2's global router network. The time requ...

Surgical margins for melanoma: is 2 cm too much?