Fixed Income Special Interest Group

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  • 1.  Enterprise value, leverage and defaults

    Posted 18-04-2025 17:05

    Hi team -

    I'm using these fine spring days to read up on leveraged loans, and I've just come across the following:

    "As a rule of thumb, a loss in the event of default typically occurs once the enterprise value of a company deteriorates below the value of its outstanding debt, i.e., a loan-to-value (LTV) ratio of more than 100%."

    I don't understand this. In my view, the enterprise value of a company never falls below the value of its outstanding debt, unless perhaps its equity value would be zero and its cash position positive at the same time, and I don't see how that would happen? Can anyone help?

    Many thanks.



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    Frank Mampaey
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  • 2.  RE: Enterprise value, leverage and defaults

    Posted 18-04-2025 20:30

    (...) 'A company's EV can even be negative if its cash and cash equivalents exceed the combined total of its market cap and debts. This indicates that the company may be not utilising its assets efficiently, as it has excess cash that could be deployed for various purposes, such as dividends, share buybacks, expansion, research and development, or debt reduction'.
    For what it's worth...










  • 3.  RE: Enterprise value, leverage and defaults

    Posted 22-04-2025 18:36

    Hey,

    See the below reply!

    RE: Leveraged loans, defaults and enterprise value

    By definition, EV = Equity + Net debt (Total debt - C&CE).

    In a stressed scenario, equity can trade down to zero (or some form of option premium) and debt can trade below par, causing market‑value EV to fall below the outstanding debt balance-i.e. an LTV over 100%-which is precisely when lenders begin to incur losses on default. Therefore, what is read is a good thumb rule.

    A helpful way to think about it is the Merton model: equity is like a call option on firm assets, and once assets are worth less than debt, that option is out‑of‑the‑money, and debt holders bear the loss.

    Hope this helps!

    Cheers!





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    Ranjith Pratheeb Kumar
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