In the proof we use a generalization of the construction proposed by Rivoal in [1] of linear
approximating forms in values of the Riemann ζ-function at the odd points. Namely, by using …

… In § 5 we shall prove a theorem concerning the boundedness of … f(z) be an entire function
of order p less than 1/2. Let m(r) and M{r) be the minimum and maximum modulus of f(z) on | z | …

… 6 pm # nmj# ( jj 0 © vG djX ¤ e 5 0 v dn nj j z| }(jv 6d d j6 k$A nj C# z jd d ©d ¤ d #d © v Xj
j #ej dmV e m # vnjgz zidk¤ e! d ! 0jX # e¤ mkH5 d edD © d ¤ dj { ¤ v X dgd 0 didj # ( # ¤ k0 d …

… be revealed in the Jz= 2 whereas the neutral operator will be confined to the Jz = 0. We
have also used the total cross-section without any cut but assuming a 5% precision to set limits. …

… ONE OF THE EIGHT NUMBERS ζ(5), ζ(7),...,ζ(17), ζ(19) IS IRRATIONAL … We shall prove
the estimates (12) for j +1, assuming them to be proved for all the previous values of j . If the …

… À É Z] Y Ê ¬¿ Äq Ä Ã{ Äq ZË Á Äf Y{ Y « Ê¿ZÆm Á Ê]Ô¬¿Y ¬¿ [Âq Zq { ¬¿ ¾ËY ÉZËY ZËM
.d Y Äf Y{ y { ½Y ËY ¬¿ … ·Y dve Ĭ À» ¾ËY { ½Y ËY d ZÌ »MZ] d»Â y |À¿Z¼Å Ë d Y Ã|¿Z» Z . …

… cross section and the shape of the invariant mass of the ZZ(∗) system (mZ Z(∗) ). The QCD
scale uncertainty has a ±5% effect on the expected ZZ(∗) background, and the effect due to …

… of Z. The first of these is the growing trend towards computer assistance in the writing and
manipulation of Z … in the use of Z. Whilst there is an important difference between learning the …

… observations cover 33 clusters, ranging in redshift from z = (0,0033 to z = (0,54. In this paper
we study the evolution of the colors of cluster galaxies since z - 0.5. We shall show that our …

… Z boson are described by the standard model we show how a comparison of measured and
predicted parameters of the Z … model Higgs is described in section 5 and such a particle is …