State-Space Modeling
State-Space Modeling is a framework that describes a system by representing it as a set of input, output, and state variables. The state variables capture the underlying dynamics of the system, which are then used to predict future outputs.
In finance, this is used to model latent variables like the "true" volatility or the "true" value of an asset that is not directly observable. It provides a flexible way to incorporate both noisy observations and theoretical relationships.
In the context of crypto derivatives, it allows for the integration of multiple data sources to estimate the state of the market. This approach is powerful for filtering noise and uncovering the hidden trends that drive market behavior.
It is a fundamental technique for building robust models that can handle the complexities of high-frequency data. By focusing on the state of the system, it enables a deeper understanding of the forces that shape price discovery and market evolution.