On the 100th birthday of Paul Erdős we remember his Syracuse period (1946-48). He published 24 papers with SU affiliation, including the influential "On a theorem of Hsu and Robbins", which established what became known as the Hsu-Robbins-Erdős law of large numbers.

List of papers authored or co-authored by Paul Erdős, with Syracuse University affiliation:

1. On the number of positive sums of independent random variables
2. Over-convergence on the circle of convergence
3. Some remarks on polynomials
4. On arithmetical properties of Lambert series
5. On some new questions on the distribution of prime numbers
6. On the density of some sequences of integers
7. On the difference of consecutive primes
8. On the roots of a polynomial and its derivative
9. Some asymptotic formulas in number theory
10. Some remarks on Diophantine approximations
11. The set on which an entire function is small
12. A property of power series with positive coefficients
13. On a new method in elementary number theory which leads to an elementary proof of the prime number theorem
14. On a Tauberian theorem connected with the new proof of the prime number theorem
15. On a theorem of Hsu and Robbins
16. On some applications of Brun's method
17. On the coefficients of the cyclotomic polynomial
18. On the strong law of large numbers
19. Problems and results on the differences of consecutive primes
20. Convergence fields of row-finite and row-infinite Toeplitz transformations
21. On a problem in elementary number theory
22. Some problems and results on consecutive primes
23. Some theorems and remarks on interpolation
24. Geometrical extrema suggested by a lemma of Besicovitch