On July 14, 2021, ISDA and 15 other trade associations wrote to the European Securities and Markets Authority (ESMA) and the European Commission (EC) on the timeline for implementation of the mandatory buy-in rules as part of the Central Securities Depositories Regulation (CSDR) settlement discipline regime. The associations welcome the report from the EC on the CSDR review published in July 2021, and fully support the intention to consider amendments to the mandatory buy-in regime, subject to an impact assessment. The associations request that ESMA and the EC take action to ensure the mandatory buy-in rules for non-central-counterparty transactions are not subject to application on February 1 2022, when the relevant regulatory technical standard is set to enter into force, and to provide clarity to market participants on the matter on an urgent basis.
Documents (1) for Trade Associations Submit Letter on CSDR Mandatory Buy-in Rules
Latest
SwapsInfo Q3 2025 and Year-to-September 30, 2025
Trading activity in interest rate derivatives (IRD) and credit derivatives increased in the third quarter of 2025 compared with the same period in 2024, reflecting shifting monetary policy expectations and broader market conditions. IRD traded notional rose by more than...
ISDA Extends Saudi Arabia Netting Opinions
ISDA has extended its netting opinions for Saudi Arabia to cover regulations published by the Capital Market Authority (CMA) earlier this year that recognize the enforceability of close-out netting. The CMA regulations were published in July, and follow similar rules...
ISDA Publishes ISDA SIMM® Methodology, Version 2.8+2506
ISDA has published the ISDA SIMM® Methodology, version 2.8+2506, which is effective from December 6, 2025. This version of the SIMM includes updates based on the calibration of the main delta risk weights and other parameters using data up to...
Updated OTC Derivatives Compliance Calendar
ISDA has updated its global calendar of compliance deadlines and regulatory dates for the over-the-counter (OTC) derivatives space.
