. M G ] 9 S ep 2 00 8 THE D 4 ROOT SYSTEM IS NOT UNIVERSALLY OPTIMAL

ar X iv : 0 81 1 . 19 09 v 4 [ he p - th ] 4 S ep 2 00 9 Superconformal indices for N = 1 theories with multiple duals

Following a recent work of Dolan and Osborn, we consider superconformal indices of four dimensional N = 1 supersymmetric field theories related by an electric-magnetic duality with the SP (2N) gauge group and fixed rank flavour groups. For the SP (2) (or SU(2)) case with 8 flavours, the electric theory has index described by an elliptic analogue of the Gauss hypergeometric function constructed ...

ar X iv : c on d - m at / 0 20 91 97 v 1 [ co nd - m at . s up r - co n ] 9 S ep 2 00 2 Oxygen Phonon Branches

Building Phylogenetic Trees Based on Biochemical Pathways

.................................................................................................................... 1 Abbreviations............................................................................................................ 2 Chapter 1: Introduction.............................................................................................. 3 1.1. Motivation .....................

ar X iv : c on d - m at / 0 40 92 03 v 1 [ co nd - m at . d is - n n ] 8 S ep 2 00 4 Multiple Invaded Consolidating Materials

We study a multiple invasion model to simulate corrosion or intrusion processes. Estimated values for the fractal dimension of the invaded region reveal that the critical exponents vary as function of the generation number G, i.e., with the number of times the invasion process takes place. The averaged mass M of the invaded region decreases with a power-law as a function of G, M ∼ G, where the ...

Microsoft PowerPoint - DIGDAT2002_6.ppt

• S je tt e fo re le sn in g : K ap .9 In st ru ct io n S et A rc h it ec tu re 9. 1 C o m p u te r ar ch it ec tu re co n ce p ts 9. 2 O p er an d ad d re ss in g 9. 3 A d d re ss in g m o d es 9. 4 In st ru ct io n S et A rc h it ec tu re s 9. 5 D at a tr an sf er in st ru ct io n s 9. 6 D at a m an ip u la ti o n in st ru ct io n s 9. 7 F lo at in g -p o in t co m p u ta ti o n s N T N U ,S ...

ar X iv : h ep - p h / 03 02 01 8 v 1 4 F eb 2 00 3 Saturation of optimality limits in hadron - hadron scatterings

In this paper the optimal unitarity lower bound on logarithmic slope of the diffraction peak is investigated. It is shown that the unitarity lower bound is just the optimal logarithmic slopes predicted by the principle of least distance in space of states. A systematic tendency towards the saturation of the most forward-peaked limit is observed from all the available experimental data of all pr...