Pramata Appoints Garrett Derman as VP of Strategic Solutions

Pramata has appointed Garrett Derman as Vice President of Strategic Solutions and Alliances to enhance its partner channels and drive product innovation.

Pramata has appointed Garrett Derman as Vice President of Strategic Solutions and Alliances, announced in a press release. Derman, a former Salesforce Director, will focus on building a scalable framework for Pramata's Partnership Program, aiming to strengthen relationships across partner channels and drive product innovations on Pramata's contract AI platform.

Launched in 2023, Pramata's Partnership Program allows consulting firms and technology companies to enhance their contract management capabilities by integrating Pramata's contract AI technology. The program has seen significant growth, with revenue tripling since the start of 2024.

Derman's previous experience includes leading customer success programs at Salesforce and managing strategic initiatives at IBM. His role at Pramata will involve working directly with partners to enhance their contract management capabilities and uncover new AI use cases.

We hope you enjoyed this article.

Consider subscribing to one of several newsletters we publish like Enterprise AI Brief.

Also, consider following us on social media:

AI Brief
AI Brief (X)

More from: Enterprise

Subscribe to Daily AI Brief

Daily report covering major AI developments and industry news, with both top stories and complete market updates

Market report

2025 Generative AI in Professional Services Report

Thomson Reuters

This report by Thomson Reuters explores the integration and impact of generative AI technologies, such as ChatGPT and Microsoft Copilot, within the professional services sector. It highlights the growing adoption of GenAI tools across industries like legal, tax, accounting, and government, and discusses the challenges and opportunities these technologies present. The report also examines professionals' perceptions of GenAI and the need for strategic integration to maximize its value.

Read more

You May Also Like