Analytic Number Theory (Developments in Mathematics) Book

	Preface
1	On analytic continuation of multiple L-functions and related zeta-functions	1
2	On the values of certain q-hypergeometric series II	17
3	The class number one problem for some non-normal sextic CM-fields	27
4	Ternary problems in additive prime number theory	39
5	A generalization of E. Lehmer's congruence and its applications	93
6	On Chen's theorem	99
7	On a twisted power mean of L(1,[chi])	121
8	On the pair correlation of the zeros of the Riemann zeta function	127
9	Discrepancy of some special sequences	143
10	Pade approximation to the logarithmic derivative of the Gauss hypergeometric function	157
11	The evaluation of the sum over arithmetic progressions for the co-efficients of the Rankin-Selberg series II	173
12	Substitutions, atomic surfaces, and periodic beta expansions	183
13	The largest prime factor of integers in the short interval	195
14	A general divisor problem in Landau's framework	205
15	On inhomogeneous Diophantine approximation and the Borweins' algorithm II	223
16	Asymptotic expansions of double gamma-functions and related remarks	243
17	A note on a certain average of L(1/2 + it, [chi])	269
18	On covering equivalence	277
19	Certain words, tilings, their non-periodicity, and substitutions of high dimension	303
20	Determination of all Q-rational CM-points in moduli spaces of polarized abelian surfaces	349
21	On families of cubic Thue equations	359
22	Two examples of zeta-regularization	379
23	A hybrid mean value formula of Dedekind sums and Hurwitz zeta-functions	395