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2. How machines can make mathematics more congressive.
3. Collected papers. Vol. I.
4. COMMENTARY ON THE KERVAIRE--MILNOR CORRESPONDENCE 1958-1961.
5. Abstraction boundaries and spec driven development in pure mathematics.
6. ABOUT THE COVER: VIGELAND'S ABEL MONUMENT.
7. Compositional sparsity of learnable functions.
8. Automation compels mathematicians to reflect on our values.
9. Essence of independence: Hodge theory of matroids since June Huh.
10. THE MATHEMATICS OF ANDREI SUSLIN.
11. A group-theoretic approach to a family of 2-local finite groups constructed by Levi and Oliver.
12. Discrete models for the p-local homotopy theory of compact Lie groups and p-compact groups.
13. Cohomology of sporadic groups, finite loop spaces, and the Dickson invariants.
14. NEW METHODS IN CELESTIAL MECHANICS AND MISSION DESIGN.
15. TOPOLOGY THROUGH THE CENTURIES: LOW DIMENSIONAL MANIFOLDS.
16. Existence and uniqueness of linking systems: Chermak's proof via obstruction theory.
17. MARSHALL STONE AND THE INTERNATIONALIZATION OF THE AMERICAN MATHEMATICAL RESEARCH COMMUNITY.
18. AN EXAMPLE OF ARNOLD DIFFUSION FOR NEAR-INTEGRABLE HAMILTONIANS.
19. SYMBOLIC DYNAMICS FOR THE MODULAR SURFACE AND BEYOND.
20. ABOUT THE COVER: EULER AND KÖNIGSBERG'S BRIDGES: A HISTORICAL VIEW.
21. MATHEMATICAL METHODS IN MEDICAL IMAGE PROCESSING.
22. A new proof of SzemerÚfi's theorem.
23. On the modular characters of groups.
24. ABOUT THE COVER: A NEW MATHEMATICAL CELEBRITY.
25. Probabilistic checking of proofs: a new characterization of NP. (English. English summary)/Proof verification and the hardness of approximation problems. (English. English summary).
26. Hilbert 13: Are there any genuine continuous multivariate real-valued functions?
27. E8, THE MOST EXCEPTIONAL GROUP.
28. FUSION SYSTEMS.
29. Early days in complex dynamics: a history of complex dynamics in one variable during 1906-1942.
30. MODULI SPACES AND MACROMOLECULES.
31. LIMIT SHAPES, REAL AND IMAGINED.
32. ABOUT THE COVER: VOLTAIRE, DU CHÂTELET, AND NEWTON.
33. ABOUT THE COVER: TWO THEOREMS ON GEOMETRIC CONSTRUCTIONS.
34. CREATING A LIFE: EMIL ARTIN IN AMERICA.
35. FROM APOLLONIUS TO ZAREMBA: LOCAL-GLOBAL PHENOMENA IN THIN ORBITS.
36. MULTIPLE POINT SELF-TRANSVERSE IMMERSION OF M8 . . . . . . 11 AND M9 . . . R13.
37. MULTIPLE POINT SELF-TRANSVERSE IMMERSION OF M8 . . . . . . 11 AND M9 . . . R13.
38. COUNTING SPECIAL POINTS: LOGIC, DIOPHANTINE GEOMETRY, AND TRANSCENDENCE THEORY.
39. MATHEMATICAL PERSPECTIVES.
40. INTRODUCTORY COMMENTS FOR THE 2018 EDITORS' CHOICE ISSUE.
41. The Princeton Companion to Applied Mathematics.
42. Twisted Teichmüller curves.
43. Numerically solving polynomial systems with Bertini.
44. Upper and lower bounds for stochastic processes.
45. Dense sphere packings: a blueprint for formal proofs.
46. Control of nonholonomic systems: from sub-Riemannian geometry to motion planning.
47. Plato's ghost: the modernist transformation of mathematics.
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