What happens when AI starts checking mathematicians’ work

Source Domain: www.aol.com

Mathematicians may soon have access to powerful computer tools to verify proofs quickly and rigorously, potentially speeding up the pace of mathematical research.
Translating human-written proofs into a strict programming language for computer verification has been extremely time-consuming, a process known as formalization.
Start-up Math, Inc. has reported initial success in formally verifying complex proofs, using its AI called Gauss.
The start-up’s efforts to formalize proofs related to sphere packing by mathematician Maryna Viazovska have been successful; however, the response from her team was muted.
The formalization of mathematical proofs has profound implications for the field, including the potential for AI to detect and correct errors, and ultimately generate new results.
Math, Inc. focuses on making formalization tools automatically transferrable to increase mathematical rigor, yet there remain limitations in formal languages to cover all areas of mathematics.
The AI and math community are watching with interest as this start-up’s work hints at what an uncertain future might look like for mathematical research.

You may have missed