Package org.drip.function.r1tor1custom
Class AlmgrenEnhancedEulerUpdate
java.lang.Object
org.drip.function.definition.R1ToR1
org.drip.function.r1tor1custom.AlmgrenEnhancedEulerUpdate
public class AlmgrenEnhancedEulerUpdate extends R1ToR1
AlmgrenEnhancedEulerUpdate is a R1 To R1 Function that is used in Almgren
(2009, 2012) to illustrate the Construction of the Enhanced Euler Update Scheme. The References are:
- Almgren, R. F., and N. Chriss (2000): Optimal Execution of Portfolio Transactions Journal of Risk 3 (2) 5-39
- 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
- Module = Computational Core Module
- Library = Numerical Analysis Library
- Project = Rd To Rd Function Analysis
- Package = Built-in R1 To R1 Custom Functions
- Author:
- Lakshmi Krishnamurthy
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Constructor Summary
Constructors Constructor Description AlmgrenEnhancedEulerUpdate(double dblA, double dblB)
AlmgrenEnhancedEulerUpdate Constructor -
Method Summary
Methods inherited from class org.drip.function.definition.R1ToR1
antiDerivative, conditionNumber, derivative, differential, differential, integrate, maxima, maxima, minima, minima, poleResidue
Methods inherited from class java.lang.Object
equals, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait
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Constructor Details
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AlmgrenEnhancedEulerUpdate
public AlmgrenEnhancedEulerUpdate(double dblA, double dblB) throws java.lang.ExceptionAlmgrenEnhancedEulerUpdate Constructor- Parameters:
dblA
- The "A" ParameterdblB
- The "B" Parameter- Throws:
java.lang.Exception
- Thrown if the Inputs are Invalid
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Method Details
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a
public double a()Retrieve the "A" Parameter- Returns:
- The "A" Parameter
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b
public double b()Retrieve the "B" Parameter- Returns:
- The "B" Parameter
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evaluate
public double evaluate(double dblT) throws java.lang.ExceptionDescription copied from class:R1ToR1
Evaluate for the given variate
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