Modeling Open-Ended Constant Leverage Certificates
Summary
The document raises a pricing question about open-ended constant leverage certificates that reset their leverage daily, using a leveraged DAX certificate as an example. It asks how such products should be modeled and whether their value depends only on the underlying spot price, as a cited study reportedly argues, or also on volatility and the knock-out barrier.
No pricing method or answer is provided, so the text does not establish which variables belong in a valuation model or how the daily reset should be represented. Its value is as a framing of modeling considerations for leveraged certificates and as a pointer to a reported empirical claim about bank price setting. Further analysis would need to specify the certificate’s payoff and reset mechanics, financing terms, and relevant market assumptions before drawing conclusions about pricing inputs.
Key ideas
- The question concerns valuation of open-ended certificates whose leverage resets daily.
- It asks whether spot price alone determines value or whether volatility and the knock-out barrier matter.
- The cited study is described as claiming that spot price is the only relevant input.
- The document supplies no model, derivation, or evidence to resolve the question.
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Full text
# Pricing of constant leverage certificates # Pricing of constant leverage certificates I am trying to value the open-ended constant leverage certificates like Bull DAX 20x. As the certificates are reset daily with the movements of the underlying asset, how could they be modeled for pricing? The paper "The Price-setting Behavior of Banks: An Analysis of Open-end Leverage Certificates on the German Market" by Entrop et al (2007) argues that the price would only depend on the spot price of the underlying, but neither the volatility nor the knock-out barrier, on page 5. How else could it be done?
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