Zagier, D.: Large integral points on elliptic curves. Mathematics of Computation 48, pp. 425 - 436 (1987)

Zagier, D.; Kramarz, G.: Numerical investigations related to the L-series of certain elliptic curves. The Journal of the Indian Mathematical Society. New Series 52, pp. 51 - 69 (1987)

Zagier, D.: On an approximate identity of Ramanujan. Proceedings of the Indian Academy of Sciences. Mathematical Sciences 97 (1-3), pp. 313 - 324 (1987)

Gross, B. H.; Zagier, D. B.: Heegner points and derivatives of L-series. Inventiones Mathematicae 84, pp. 225 - 320 (1986)

Harer, J.; Zagier, D.: The Euler characteristic of the moduli space of curves. Inventiones Mathematicae 85, pp. 457 - 485 (1986)

Zagier, D.: Hyperbolic manifolds and special values of Dedekind zeta-functions. Inventiones Mathematicae 83 (2), pp. 285 - 301 (1986)

Buhler, J. P.; Gross, B. H.; Zagier, D. B.: On the conjecture of Birch and Swinnerton-Dyer for an elliptic curve of rank\quad 3. Mathematics of Computation 44, pp. 473 - 481 (1985)

Hirzebruch, F.: Algebraic surfaces with extreme Chern numbers (Report on the thesis of Th. Höfer, Bonn 1984). Russian Mathematical Surveys 40 (4), pp. 135 - 145 (1985)

Lagarias, J.C.; Odlyzko, A.M.; Zagier, D. B.: On the capacity of disjointly shared networks. Computer Networks and Isdn Systems 10, pp. 275 - 285 (1985)

Hirzebruch, F.: Chern numbers of algebraic surfaces. Mathematische Annalen 266 (3), pp. 351 - 356 (1984)

Newman, M.; Shanks, D.: On a sequence arising in series for pi (with an appendix by D. Zagier). Mathematics of Computation 42, pp. 199 - 217 (1984)

Jöricke, B.: Braids, conformal module, entropy, and Gromov's oka principle. Springer, Cham (2025), xv, 426 pp.

Alexander, S.; Kapovitch, V.; Petrunin, A.: Alexandrov geometry: foundations. American Mathematical Society, Providence, RI (2024), xvii, 282 pp.

Betts, L. A.: The motivic anabelian geometry of local heights on abelian varieties. American Mathematical Society, Providence (2024), v, 88 pp.

Cotti, G.; Dubrovin, B.; Guzzetti, D.: Helix structures in quantum cohomology of Fano varieties. Springer, Cham (2024), XIII, 236 pp.

Araujo, C.; Castravet, A.-M.; Cheltsov, I.; Kaloghiros, A.-S.; Martinez Garcia, J.; Shramov, C.; Süß, H.; Viswanathan , N.: The Calabi problem for Fano threefolds. Cambridge University Press, Cambridge (2023), vii, 441 pp.

Behrens, S.; Kalmár , .; Kim, M. H.; Powell, M.; Ray, A. (Eds.): The disc embedding theorem. Oxford University Press, Oxford (2021), xvii, 473 pp.

Costello, K.; Gwilliam, O.: Factorization algebras in quantum field theory: volume 2. Cambridge University Press, Cambridge (2021), XIII, 402 pp.

Elias, B.; Makisumi, S.; Thiel, U.; Williamson, G.: Introduction to Soergel bimodules. Springer, Cham (2020), xxv, 588 pp.

Gorbounov, V.; Gwilliam, O.; Williams, B. R.: Chiral differential operators via Batalin-Vilkovisky quantization of the holomorphic σ-model. Société Mathématique France, Paris (2020), ix, 210 pp.