Cost of carry modeling calculates the net cost or benefit of holding an asset over a specific period, which is crucial for pricing financial derivatives. This model incorporates interest expenses on borrowed funds, storage costs for physical assets, and any income generated by the asset, such as dividends or staking rewards. The cost of carry directly influences the theoretical price relationship between a spot asset and its corresponding futures contract.
Application
In options trading, cost of carry modeling is essential for calculating the theoretical value of options and understanding the forward price of the underlying asset. The model helps identify arbitrage opportunities when market prices deviate from theoretical values. For cryptocurrency derivatives, the cost of carry often includes the funding rate of perpetual swaps, which acts as a proxy for interest rates in traditional finance.
Calculation
The calculation involves discounting future cash flows and costs back to the present value, typically using a risk-free rate or a relevant borrowing rate. A positive cost of carry implies that the futures price should trade at a premium to the spot price, while a negative cost of carry suggests a discount. Accurate modeling requires precise inputs for interest rates, storage costs, and expected income streams.
Meaning ⎊ RACC is the dynamic quantification of a derivative's true forward price, correcting for the non-trivial smart contract and systemic risks inherent to decentralized collateral and settlement.
Meaning ⎊ Cost of Carry Premium quantifies the net financial obligation of deferred asset delivery by synthesizing interest rates and native protocol yields.
