×

zbMATH — the first resource for mathematics

Additive number theory. Festschrift in honor of the sixtieth birthday of Melvyn B. Nathanson. (English) Zbl 1196.11005
New York, NY: Springer (ISBN 978-0-387-37029-3/hbk; 978-0-387-68361-4/ebook). xi, 361 p. (2010).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Nathanson, Melvyn B., Addictive number theory, 1-8 [Zbl 1213.01089]
Bourgain, Jean, Sum-product theorems and applications, 9-38 [Zbl 1258.11080]
Graham, Ron; O’Bryant, Kevin, Can you hear the shape of a Beatty sequence?, 39-52 [Zbl 1221.37004]
Chudnovsky, D. V.; Chudnovsky, G. V.; Morgan, T., Variance of signals and their finite Fourier transforms, 53-76 [Zbl 1244.11026]
Chudnovsky, D. V.; Chudnovsky, G. V.; Morgan, T., Sparse sets in time and frequency related to Diophantine problems and integrable systems, 77-98 [Zbl 1234.41020]
Cilleruelo, Javier; Hamidoune, Yahya O.; Serra, Oriol, Addition theorems in acyclic semigroups, 99-104 [Zbl 1257.11092]
Eliahou, Shalom; Lecouvey, Cédric, Small sumsets in free products of \(\mathbb Z/2\mathbb Z\), 105-113 [Zbl 1256.11004]
Elsholtz, Christian, A combinatorial approach to sums of two squares and related problems, 115-140 [Zbl 1268.11052]
Green, Ben; Wolf, Julia, A note on Elkin’s improvement of Behrend’s construction, 141-144 [Zbl 1261.11013]
Hamidoune, Y. O.; da Silva, I. P., Distinct matroid base weights and additive theory, 145-151 [Zbl 1259.11095]
Hegarty, Peter, The postage stamp problem and essential subsets in integer bases, 153-169 [Zbl 1256.11005]
Iosevich, Alex; Roudenko, Svetlana, A universal Stein-Tomas restriction estimate for measures in three dimensions, 171-178 [Zbl 1221.42019]
Jia, Xingde, On the exact order of asymptotic bases and bases for finite cyclic groups, 179-193 [Zbl 1256.11006]
Konyagin, Sergei V.; Lev, Vsevolod F., The Erdős-Turán problem in infinite groups, 195-202 [Zbl 1271.11011]
Labrousse, D.; Ramírez Alfonsín, J. L., A tiling problem and the Frobenius number, 203-220 [Zbl 1248.11022]
Matolcsi, Máté; Ruzsa, Imre Z., Sumsets and the convex hull, 221-227 [Zbl 1300.11016]
Miller, Steven J.; Scheinerman, Daniel, Explicit constructions of infinite families of MSTD sets, 229-248 [Zbl 1251.11070]
Nathanson, Melvyn B., An inverse problem in number theory and geometric group theory, 249-258 [Zbl 1256.11054]
Nathanson, Melvyn B., Cassels bases, 259-285 [Zbl 1256.11007]
Nechayeva, Marina; Randol, Burton, Asymptotics of weighted lattice point counts inside dilating polygons, 287-301 [Zbl 1275.11132]
Nguyen, Lan, Support bases of solutions of a functional equation arising from multiplication of quantum integers and the twin primes conjecture, 303-317 [Zbl 1261.11011]
Rødseth, Øystein J., Exponential sums and distinct points on arcs, 319-330 [Zbl 1284.11108]
Sondow, Jonathan, New Vacca-type rational series for Euler’s constant \(\gamma\) and its “alternating” analog \(\ln\,\frac4\pi\), 331-340 [Zbl 1258.11103]
Sun, Zhi-Wei, Mixed sums of primes and other terms, 341-353 [Zbl 1261.11068]
Zieve, Michael E., Classes of permutation polynomials based on cyclotomy and an additive analogue, 355-361 [Zbl 1261.11081]
MSC:
11-06 Proceedings, conferences, collections, etc. pertaining to number theory
11Pxx Additive number theory; partitions
00B30 Festschriften
Biographic References:
Nathanson, Melvyn B.
PDF BibTeX XML Cite
Full Text: DOI