Neel Somani Investigates How Artificial Intelligence May Help Verify Mathematical Research

Erdos, explores what researchers call autoformalization, the process of converting traditional mathematical proofs into formats machines can verify using tools such as Lean and Coq.
GitHub

Microsoft Cognitive Services Speech SDK for JavaScript

The Microsoft Cognitive Services Speech SDK for JavaScript is the JavaScript version of the Microsoft Cognitive Services Speech SDK. An in-depth description of feature set, functionality, supported ...
IEEE

Is eval () Evil : A study of JavaScript in PDF malware

Abstract: Client-side attacks have become very popular in recent years. Consequently, third party client software, such as Adobe's Acrobat Reader, remains a popular vector for infections. In order to ...
GitHub

A micro conditional javascript engine used to parse the raw logical and comparison expressions, evaluate the expression in the given data context, and provide access to a text ...

This project has been developed to provide a shared conditional logic between front-end and back-end code, stored in JSON or in any other data serialization format ...