About This Award

Sponsor
Chartis Research is a leading provider of research and analysis on the global market for risk technology. It is part of Infopro Digital, which owns market-leading brands such as Risk and WatersTechnology.


How Vendors Are Evaluated
Chartis analysts used a combination of sources to inform their decisions: user surveys, interviews with subject matter experts, customer reference checks, vendor briefing sessions, and other third-party sources.

 

 

 

 2020 Chartis RiskTech100 CECL

Learn More About This Award
Article
"Serving the global financial marketplace with world-class tools and risk management expertise, Moody's Analytics offers an unparalleled range of solutions. As a provider of financial intelligence and analytics, data underpins everything - and is the beating heart of the company."...
Chartis RiskTech100® Report
"The RiskTech100® ranking provides a valuable assessment and benchmarking tool for all participants in risk technology markets."...
Press Release

"For the second straight year, Moody’s Analytics has won the Current Expected Credit Loss (CECL) category in the Chartis RiskTech100® 2020."...

About ImpairmentStudio™
Moody's Analytics Impairmentstudio
About ImpairmentStudio™
The Moody’s Analytics ImpairmentStudio solution has been specifically designed with the needs of community/regional banks, credit unions, and insurers in mind. It allows CECL users to automate and simplify the complex processes required to meet the new accounting standard. Moody’s Analytics combines its rich credit risk data, best-in-class analytics, and impairment accounting experience in this new cloud-based platform, which is celebrated for its completeness and broad CECL automation capabilities. 
About ImpairmentCalc™
ImpairmentCalc
About ImpairmentCalc™

The ImpairmentCalc software provides expected credit loss impairment calculations by taking user-defined asset classifications, credit risk measures, and IFRS 9 and CECL guidance to produce loss allowance. It converts internal rating or through-the-cycle probability of default (PD) to a compliant point-in-time PD term structure.

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