Using Defeasance to Match Real Estate Debt Cash Flows
Summary
The document explains defeasance as a way to economically set aside funds against debt without immediately prepaying a loan that carries prepayment penalties. Dedicated cash or assets are placed in an escrow or similar account so their principal and interest can cover the scheduled debt payments or the amount due at maturity. The liability remains outstanding until its contractual payment date, while the reserved assets are matched to its cash-flow needs.
This is presented as the practical meaning of synthetically paying down the debt, rather than constructing an option-based position in a bond. The answer describes the concept at a high level but does not explain execution mechanics, legal requirements, valuation, costs, or whether a particular loan permits defeasance. Those terms depend on the debt documents and transaction structure, so the example does not establish that defeasance is available or efficient for every real estate portfolio.
Key ideas
- Defeasance sets aside assets to meet a debt’s required payments without immediate prepayment.
- An escrow or similar account can hold funds and interest dedicated to repaying the liability.
- The debt is matched with cash flows and remains outstanding until its contractual payment date.
- The answer outlines the concept but gives no details on costs, legal terms, or execution.
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# Is there a way of synthetically deleveraging a Real Estate portfolio? # Is there a way of synthetically deleveraging a Real Estate portfolio? If I manage a Real Estate portfolio with approximately 400 million in debt, which is roughly 50% Loan-to-Value (the properties are worth about 800 million). Is it possible to synthesize a bond position to effectively pay down the debt? Due to prepayment penalties, actually paying down the debt is not an option. If I recall correctly from my "finance I learned but never applied in the real world", my position as a borrower can be described as: -X = -S - P + C (as a borrower we are paying interest, so I would have to be short the bond position. This can be synthesized by shorting stock, writing a European Put Option maturing when the loan matures, and purchasing a European Call Option maturing when the loan matures). To offset these, we would effectively have to become a lender/receive interest, which would re-arrange to: X = S + P - C (long stock position, going long a European Put Option maturing when the loan matures, and writing a European Call Option maturing when the loan matures). In the real world, I've only ever entered into contracts for interest rate swaps, so what I'm wondering is: 1) Is this actually achievable/how it works? How would you go about actually executing the transaction? 2) If 1 is true, is this efficient? Is there a better way to go about this? 3) What would the "Stock" be in this scenario? If the loan is fixed with a spread over the UST (for example 130bps over a 5-yr UST that is 200bps for a rate of 3.30%), would the "stock" be the 5-yr UST? ## Answer by Tom Au (score 3, accepted) https://quant.stackexchange.com/a/34864 The process of setting aside an amount to pay off debt (without actually paying down debt) is known as "defeasance." This can be achieved by setting up an escrow account or other bank account, where "dedicated" funds are deposited so that the total amount (counting "locked in" interest), will be enough to pay off or "defease" the debt. The payments can be made all at once or over time. Technically, you are not "prepaying" the debt until the actual maturity date, but you are "matching" the cash flow needed to pay off the debt. That is a "synthetic" process.
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