Package org.drip.measure.process
Interface OrnsteinUhlenbeck
- All Known Implementing Classes:
DiffusionEvaluatorOrnsteinUhlenbeck
,OrnsteinUhlenbeckPair
public interface OrnsteinUhlenbeck
OrnsteinUhlenbeck Interface exposes the Reference Parameter Scales the guide the Random Variable
Evolution according to Ornstein-Uhlenbeck Mean Reverting Process. The References are:
- Almgren, R. F. (2009): Optimal Trading in a Dynamic Market https://www.math.nyu.edu/financial_mathematics/content/02_financial/2009-2.pdf
- Almgren, R. F. (2012): Optimal Trading with Stochastic Liquidity and Volatility SIAM Journal of Financial Mathematics 3 (1) 163-181
- Geman, H., D. B. Madan, and M. Yor (2001): Time Changes for Levy Processes Mathematical Finance 11 (1) 79-96
- Jones, C. M., G. Kaul, and M. L. Lipson (1994): Transactions, Volume, and Volatility Review of Financial Studies 7 (4) 631-651
- Walia, N. (2006): Optimal Trading - Dynamic Stock Liquidation Strategies Princeton University
- Module = Computational Core Module
- Library = Numerical Analysis Library
- Project = Rd Continuous/Discrete Probability Measures
- Package = Jump Diffusion Evolver Process Variants
- Author:
- Lakshmi Krishnamurthy
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Method Summary
Modifier and Type Method Description double
referenceBurstiness()
Retrieve the Reference Burstiness Scaledouble
referenceMeanReversionLevel()
Retrieve the Reference Mean Reversion Level Scaledouble
referenceRelaxationTime()
Retrieve the Reference Relaxation Time Scale
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Method Details
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referenceRelaxationTime
double referenceRelaxationTime()Retrieve the Reference Relaxation Time Scale- Returns:
- The Reference Relaxation Time Scale
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referenceBurstiness
double referenceBurstiness()Retrieve the Reference Burstiness Scale- Returns:
- The Reference Burstiness Scale
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referenceMeanReversionLevel
double referenceMeanReversionLevel()Retrieve the Reference Mean Reversion Level Scale- Returns:
- The Reference Mean Reversion Level Scale
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