2 citations · 4 across the 7 of their papers we have counts for
7 papers
Privacy Without Remedy: An Assessment of Data Broker Compliance with California Privacy Law
Anna-Maria Gueorguieva, Jennifer King, Apoorva Panidapu +1
California's consumer privacy law is widely deemed to be the most protected in the United States, one of the few to expressly regulate third party entities that buy and sell consum…
Explicit Calculations for Sono's Multidimensional Sieve of -Numbers
Daniel A. Goldston, Apoorva Panidapu, Jordan Schettler
We derive explicit formulas for integrals of certain symmetric polynomials used in Keiju Sono's multidimensional sieve of -numbers, i.e., integers which are products of two di…
Tamagawa Products for Elliptic Curves Over Number Fields
Yunseo Choi, Sean Li, Apoorva Panidapu +1
In recent work, Griffin, Ono, and Tsai constructs an series to prove that the proportion of short Weierstrass elliptic curves over with trivial Tamagawa product is…
Short-interval sector problems for CM elliptic curves
Apoorva Panidapu, Jesse Thorner
Let be an elliptic curve that has complex multiplication (CM) by an imaginary quadratic field . For a prime , there exists such that $p+1-\#E(…
Small Gaps Between Three Almost Primes and Almost Prime Powers
Daniel A. Goldston, Apoorva Panidapu, Jordan Schettler
A positive integer is called an -number if it is the product of distinct primes. We prove that there are infinitely many triples of -numbers within a gap size of …
A Bombieri-Vinogradov Theorem for primes in short intervals and small sectors
Tanmay Khale, Cooper O'Kuhn, Apoorva Panidapu +2
Let be a finite Galois extension of . We count primes in short intervals represented by the norm of a prime ideal of satisfying a small sector condition determi…
Small gaps between almost primes, the parity problem, and some conjectures of Erdős on consecutive integers II
Daniel A. Goldston, Sidney W. Graham, Apoorva Panidapu +3
This paper is intended as a sequel to a paper arXiv:0803.2636 written by four of the coauthors here. In the paper, they proved a stronger form of the Erdős-Mirksy conjecture which…