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- Math + AI = Tomorrow’s breakthroughs | DARPA
The goal of Exponentiating Mathematics (expMath) is to radically accelerate the rate of progress in pure mathematics by developing an AI co-author capable of proposing and proving useful abstractions
- Techmeme: A look at DARPAs “Exponentiating Mathematics . . .
A look at DARPA's “Exponentiating Mathematics” program, which aims to speed up progress in pure mathematics by developing an AI “co-author” to conduct research — Breakthroughs in pure mathematics can take decades A new Defense Department initiative aims to speed things up using artificial intelligence
- What’s next for AI and math | MIT Technology Review
In April, the US Defense Advanced Research Projects Agency kicked off a new initiative called expMath —short for Exponentiating Mathematics—that it hopes will speed up the rate of progress in a
- DARPA introduces expMath program - Intelligence Community News
On February 7, the Defense Advanced Research Projects Agency (DARPA) introduced the Exponentiating Mathematics (expMath) program Responses are due by March 31, according to SAM gov Recent advances in artificial intelligence (AI) suggest the possibility of increasing the rate of progress in mathematics
- DARPA calls for AI proposals to accelerate math research
"The goal of Exponentiating Mathematics (expMath) is to radically accelerate the rate of progress in pure mathematics by developing an AI co-author capable of proposing and proving useful abstractions," the agency explains on its website
- Future Program: Exponentiating Mathematics (expMath)
The Defense Advanced Research Projects Agency (DARPA) Information Innovation Office (I2O) is initiating the Exponentiating Mathematics (expMath) program, aimed at addressing the slow progress in mathematics despite its critical role in technological advancements
- How DARPA Hopes Artificial Intelligence Can Accelerate . . .
A new initiative by the Defense Advanced Research Projects Agency (DARPA) aims to speed up this process by integrating artificial intelligence into high-level mathematical research
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