Full formBanking & Finance
LGDstands forLoss Given Default
Full Form of LGD
What is LGD?
Loss Given Default (LGD) is a key metric in banking and finance that measures the expected financial loss a lender faces when a borrower defaults on a loan. It is expressed as a percentage of the total exposure at the time of default, after accounting for recoveries from collateral, guarantees, or legal proceedings. In India, LGD is a critical component of the Basel III capital adequacy framework implemented by the Reserve Bank of India (RBI). Banks use internal or standardized models to estimate LGD for different asset classes—such as home loans, corporate credit, or unsecured personal loans—to determine the capital they must hold against potential losses. LGD is also used by non-banking financial companies (NBFCs), rating agencies, and in stress testing exercises. Understanding LGD is essential for students preparing for exams like the RBI Grade B, NABARD, and bank PO examinations, as it appears in questions on risk management and regulatory compliance. The concept helps Indian lenders price loans more accurately, manage credit risk, and maintain financial stability in a growing economy.
LGD का फुल फॉर्म
डिफ़ॉल्ट की स्थिति में हानि
Example
The bank's risk team revised the LGD estimate for unsecured retail loans from 75% to 80% after analysing recent default data.
LGD — frequently asked questions
What is the full form of LGD?
The full form of LGD is Loss Given Default, a financial metric that estimates the portion of a loan that a lender is likely to lose if the borrower defaults.
How is LGD used in Indian banking?
Indian banks use LGD to calculate regulatory capital under Basel III guidelines, price loans based on risk, and assess provisioning requirements. The RBI mandates standardized or internal LGD estimates for different asset classes.
What is the difference between LGD and PD?
PD (Probability of Default) measures the likelihood of a borrower defaulting, while LGD measures the severity of loss in the event of default. Both are used together to compute expected loss (EL = PD × LGD × EAD).