Foreword. (English) Zbl 1527.00005
From the text: This special issue on Analytic Number Theory is dedicated to Jing-run Chen’s Theorem \((1 + 2)\) on the Goldbach Conjecture, the proof of which was first published in [Sci. Sin. 16, 157–176 (1973; Zbl 0319.10056)] exactly 50 years ago.
MSC:
| 00B15 | Collections of articles of miscellaneous specific interest |
| 11-03 | History of number theory |
| 01A70 | Biographies, obituaries, personalia, bibliographies |
Biographic References:
Chen, Jing-runCitations:
Zbl 0319.10056References:
| [1] | Zhang, Y. T., The contribution of Jing-run Chen to number theory, Sci China Math, 66, 2667-2667 (2023) · Zbl 1527.01033 |
| [2] | Chen, Y-G; Yang, Q-H; Zhao, L. L., On infinite arithmetic progressions in sumsets, Sci China Math, 66, 2669-2682 (2023) · Zbl 1533.11018 |
| [3] | de la Bretèche, R.; Tenenbaum, G., Two upper bounds for the Erdős-Hooley Delta-function, Sci China Math, 66, 2683-2692 (2023) · Zbl 1537.11123 |
| [4] | Fouvry, É.; Shparlinski, I. E., On character sums with determinants, Sci China Math, 66, 2693-2714 (2023) · Zbl 1542.11071 |
| [5] | Friedlander, J. B.; Iwaniec, H., Sifting for small primes from an arithmetic progression, Sci China Math, 66, 2715-2730 (2023) · Zbl 07786155 |
| [6] | Goldfeld, D.; Stade, E.; Woodbury, M., The functional equations of Langlands Eisenstein series for SL \((n,\mathbb{Z} )\), Sci China Math, 66, 2731-2748 (2023) · Zbl 07786156 |
| [7] | Harcos, G.; Soundararajan, K., A supplement to Chebotarev’s density theorem, Sci China Math, 66, 2749-2753 (2023) · Zbl 1540.11160 |
| [8] | Hua, S. H.; Huang, B. R., Extreme central L-values of almost prime quadratic twists of elliptic curves, Sci China Math, 66, 2755-2766 (2023) · Zbl 1540.11049 |
| [9] | Kowalski, E.; Lin, Y.; Michel, P., Rankin-Selberg coefficients in large arithmetic progressions, Sci China Math, 66, 2767-2778 (2023) · Zbl 07786159 |
| [10] | Li, J. M.; Liu, J. Y., Triples of almost primes, Sci China Math, 66, 2779-2794 (2023) · Zbl 07786160 |
| [11] | Pintz, J., A remark on density theorems for Riemann’s zeta-function, Sci China Math, 66, 2795-2802 (2023) · Zbl 07786161 |
| [12] | Wang, Y. C.; Yao, W. L., On the saturation number for singular cubic surfaces, Sci China Math, 66, 2803-2818 (2023) · Zbl 1541.11032 |
| [13] | Xi, P., Bilinear forms with trace functions over arbitrary sets and applications to Sato-Tate, Sci China Math, 66, 2819-2834 (2023) · Zbl 07786163 |
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