From pub_off@ictp.trieste.it Wed Sep 13 21:00:48 2000
Date: Tue, 12 Sep 2000 09:47:12 +0200
From: Publications Office 
To: preprints@ictp.trieste.it
Subject: 6th List of 2000 ICTP Preprints

+---------------------- "ICTP SCIENTIFIC PREPRINTS LIST" ------------------+ |      Automatic e-mail delivery service of recent ICTP Preprints Titles | | SOURCES can be retrieved from  URL:   http://www.ictp.trieste.it/~pub_off | HARD COPIES are available by e-mail request to:  pub_off@ictp.trieste.it | by quoting the ICTP preprint number and giving your full postal address +--------------------------------------------------------------------------+
2000LIST-6

This is the sixth list of 2000 ICTP preprints which are available.

+--------------------------------------------------------------+
ICTP Preprint No.IC2000062
A SELF-TUNING EXACT SOLUTION AND THE NON-EXISTENCE OF HORIZONS 
IN 5d GRAVITY-SCALAR SYSTEM
by Chuan-Jie Zhu
ABSTRACT: We present an exact thick domain wall solution with
naked singularities to five dimensional gravity coupled with a scalar
field with exponential potential. In our solution we found exactly the

special coefficient of the exponent as coming from compactification of

string theory with cosmological constant. We show that this solution is

self-tuning when a 3-brane is included. In searching for a solution with 
horizon we found a similar exact solution with fine-tuned exponent 
coefficient with an integration constant. Failing to find a solution with 
horizon we prove the non-existence of horizons. These naked singularities 
actually can't be resolved by horizon. We also comment on the physical

relevance of this solution.


ICTP Preprint No.IC2000065
NEUTRINO MASSES AND THE GLUINO AXION MODEL
by D.A. Demir, Ernest Ma and Utpal Sarkar
ABSTRACT: We extend the recently proposed gluino axion model to include

neutrino masses.  We discuss how the canonical seesaw model and the Higgs 
triplet model may be realized in this framework.  In the former case, the 
heavy singlet neutrinos are contained in superfields which do not have any 
vacuum expectation value, whereas the gluino axion is contained in one

which does. We also construct a specific renormalizable model which 
realizes the mass scale relationship $M_{SUSY} \sim f_a^2/M_U$, where $f_a$ 
is the axion decay constant and $M_U$ is a large effective mass parameter.


ICTP Preprint No.IC2000068
HARMONIC SPINORS OF DIRAC OPERATOR OF CONNECTION WITH TORSION 
IN DIMENSION 4
by Peter Dalakov and Stefan Ivanov
ABSTRACT: It is shown that the existence of parallel (-)-spinor with 
respect to a metric connection with totally skew-symmetric torsion  
requires more local restriction than the existence of parallel (+)-spinor. 
It is proved that every harmonic spinor with respect to the Dirac operator 
of this connection  on a compact four dimensional spin Riemannian
manifold is parallel with respect to a naturally arising metric connection
with totally skew-symmetric torsion and all these spaces are classified up 
to a conformal transformations.


ICTP Preprint No.IC2000070
INCREASING RELIABILITY OF GAUSS-KRONROD QUADRATURE
BY ERATOSTHENES' SIEVE METHOD
by Gh. Adam and S. Adam
ABSTRACT: The reliability of the local error estimates returned by the

Gauss-Kronrod quadrature rules can be raised up to the theoretical 100\% 
rate of success, under error estimate sharpening, provided a number of

natural validating conditions are required. The self-validating scheme of 
the local error estimates, which is easy to implement and adds little 
supplementary computing effort, strengthens considerably the correctness of 
the decisions within the automatic adaptive quadrature.


ICTP Preprint No.IC2000071
THE SHORT DISTANCE CONTRIBUTION TO THE $B_{s}\rightarrow\gamma\gamma$ 
DECAY IN THE SM AND MSSM
by G.G. Devidze
ABSTRACT: The complete calculation of the  short distance
contributions to the $B_{s}\rightarrow\gamma\gamma$ decay in the
SM and MSSM are presented. The  branching ratio and relative part
of CP-even state of final photons are calculated.
The branching ratio and relative part of CP-even state of final
photons in the MSSM maybe significantly larger than the standard 
model estimate.


ICTP Preprint No.IC2000072
LOGARITHMIC CORRECTIONS FROM FERROMAGNETIC IMPURITY ENDING 
BONDS OF OPEN ANTIFERROMAGNETIC HOST CHAINS
by Jizhong Lou, Jianhui Dai, Shaojin Qin, Zhaobin Su and Lu Yu
ABSTRACT: We analyze the logarithmic corrections due to  ferromagnetic

impurity ending bonds of open spin 1/2 antiferromagnetic chains, using the 
density matrix renormalization group technique. A  universal finite size 
scaling $\sim {\frac 1 {L \log L }}$ for  impurity contributions in the

quasi-degenerate ground state  energy is demonstrated for a zigzag spin  
1/2 chain  at the critical next nearest neighbor coupling  and the standard 
Heisenberg spin  1/2  chain, in the long chain   limit.  Using an exact

solution for the latter case it is argued that one can extract the impurity 
contributions to the entropy and specific heat from the scaling analysis.
It is also shown that a pure spin $3/2$ open Heisenberg  chain belongs to 
the same universality class.


ICTP Preprint No.IC2000073
ON NONCOMMUTATIVE OPEN STRING THEORIES
by J.G. Russo and M.M. Sheikh-Jabbari
ABSTRACT: We investigate new compactifications of  OM theory giving rise 
to a 3+1 dimensional  open string theory with noncommutative $x^0$-$x^1$ 
and $x^2$-$x^3$ coordinates. The theory can  be directly obtained 
by starting with a D3 brane with parallel (near critical) electric and

magnetic field components, in the presence of a RR scalar field.
The magnetic parameter permits to interpolate continuously between
the  $x^0$-$x^1$ noncommutative open string theory and the $x^2$-$x^3$

spatial noncommutative  $U(N)$ super Yang-Mills theory. We 
discuss  $SL(2,Z)$ transformations of this theory. Using the supergravity 
description of the large $N$ limit, we also compute  corrections to the

quark-antiquark Coulomb potential arising in the NCOS theory.


ICTP Preprint No.IC2000074
STABLE Q-BALLS FROM EXTRA DIMENSIONS
by D.A. Demir
ABSTRACT: Given a bulk scalar field with sufficient self-interactions in a 
higher dimensional spacetime, it is shown that the continuous symmetries in 
four dimensions, induced by the topological structure of the compact 
manifold, naturally lead to formation of stable nontopological solitons of 
Q-ball type. The mass per unit charge inside the soliton is bounded by the 
size of the extra dimensions, and it is thus stable with respect to 
decaying into excited levels of all bulk fields, irrespective of their bulk 
masses. A familiar example is the Standard Model in the bulk, where the

Kaluza-Klein levels of the Higgs boson form a stable Q-ball. These stable 
solitons are natural candidates for the dark matter in the Universe.


ICTP Preprint No.IC2000075
HOLOGRAPHY IN AN EARLY UNIVERSE WITH ASYMMETRIC INFLATION
by Elcio Abdalla and L. Alejandro Correa-Borbonet
ABSTRACT: We discuss the validity of the holographic principle in a $(4+n)$
dimensional universe in  an asymmetric inflationary phase.


ICTP Preprint No.IC2000081
EFFECTS OF DIRECTIONAL SUBDIVIDING ON ADAPTIVE GRID EMBEDDING
by E. Shirani and M. Ameri
ABSTRACT: The effects of directionally subdivided adaptive grid-embedded on 
the computational time and space are considered. Euler equations are used 
to solve transonic and supersonic flows in a bicircular arc and supersonic 
flow in a converging channel. The effects of using non-directional and

directional subdividing on adaptive grid embedding on the computational

time and the number of grid points required for the same accuracy are 
considered. To avoid the problem of unstructured grid, the semi-structured 
grid was used. In this work, multi-grid technique is applied to increase 
the convergence rate. The results show that for the same accuracy, the

number of grid points and the computational time are considerably 
decreased. When the multiple-grid is used, the computational time is 
reduced by up to a factor of two. This factor varies due to the flow 
properties and geometry. When directional subdividing is used, the number 
of grid points is reduced by a factor of about five, compared to fine 
uniform grid calculations and by factor of 1.5, compared to the non-
directional subdividing case. The computational time is reduced to about 
one tenth of the CPU time required for non-adapted grid scheme. 



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