For the third consecutive year, Northwestern University's Medill School has tracked how Americans' local news habits are changing. The latest survey confirms that audience demand for local journalism ...

For more than two decades, Knight Foundation has commissioned research to better understand Americans’ lived experience with the First Amendment and free expression. As the country marks its 250th ann...

Primary voters in New Jersey on Tuesday finalized the race for one of the nation’s most competitive seats, and one of the most unusual, because the incumbent Republican Rep. Tom Kean Jr. has not been ...

New policy hands universities the reins in probing allegations against faculty

PAC ads are using AI deepfakes to attack Kentucky GOP congressional candidates Thomas Massie and Ed Gallrein. Is that legal in Kentucky?

Misinformation is increasingly seen as a key challenge to democratic societies. Our study is one of the first to shed light onto the citizen perspective when it comes to the perceived target of mis...

The American Political Science Association (APSA) condemns the Trump Administration’s recent dismissal of all 22 members of the National Science Board (NSB), the independent advisory and oversight body for the National Science Foundation (NSF). This abrupt decision was carried out without any initial justification and may violate the National Science Foundation Act of 1950, the statute that established both NSF and the National Science Board.

Political apathy and skepticism of traditional authorities are increasingly common, but social media creators (SMCs) capture the public's attention. Yet whether

We give a quintet of proofs resulting from questions posed by Erdős. These questions concern ordinary lines in planar point sets, sequences with uniformly small exponential sums, $K_4$-free $4$-critical graphs with few chords in any cycle, a counterexample to a "fewnomial" version of the Erdős--Turán discrepancy bound, and a finiteness theorem for integers $n$ such that $n-a k^2$ is prime for all $k\leq \sqrt{n/a}$ coprime to $n$ (for fixed $a\in\mathbb Z_+$). Each proof is due to an internal model at OpenAI.

Rather than framing disinformation as false facts which can be countered by true facts, we propose a model of disinformation as narrative by tracing three case studies of successful disinformation ...

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How Partisan Are U.S. Local Elections? Evidence from 2020 Cast Vote Records