Working with Conditional Budget Constraints Using PortfolioCVaR Object
The conditional budget constraint supports the Undertakings for Collective Investment
in Transferable Securities (UCITS) directive for PortfolioCVaR
objects. The UCITS asset allocation regulation states that
funds can only invest up to 10% in a single issuer, and that investments in excess of 5%
must not exceed 40% of the total portfolio. This is known as the 5/10/40 rule.
Setting Conditional Budget Constraints Using the PortfolioCVaR
Function
The properties for the conditional budget constraint can also be set using the
PortfolioCVaR
object.
Suppose that you have an asset universe with many risky assets
and a riskless asset and you want to ensure that your portfolio never holds more
than 1% cash, that is, you want to ensure that you are 99–100% invested in risky
assets. The conditional budget constraint for this portfolio can be set with:
p = PortfolioCVaR('ConditionalBudgetThreshold', 0.99, 'ConditionalUpperBudget', 1); disp(p.ConditionalBudgetThreshold) disp(p.ConditionalUpperBudget)
0.9900 1
Setting Conditional Budget Constraints Using the setConditionalBudget
Function
You can also set the properties for a conditional budget constraint using
setConditionalBudget
.
Suppose that you have a fund that permits up to 10% leverage
which means that your portfolio can be from 100% to 110% invested in risky assets.
Given a PortfolioCVaR
object p
, use setConditionalBudget
to
set the conditional budget constraints:
p = PortfolioCVaR; p = setConditionBudget(p, .40, 1.5); disp(p.threshold) disp(p.upperBudget)
.40 1.500o
See Also
Portfolio
| setDefaultConstraints
| setBounds
| setBudget
| setGroups
| setGroupRatio
| setEquality
| setInequality
| setTurnover
| setOneWayTurnover
| setTrackingPort
| setTrackingError
Related Examples
- Creating the Portfolio Object
- Working with Portfolio Constraints Using Defaults
- Validate the Portfolio Problem for Portfolio Object
- Estimate Efficient Portfolios for Entire Efficient Frontier for Portfolio Object
- Estimate Efficient Frontiers for Portfolio Object
- Constraint Specification Using a Portfolio Object
- Asset Allocation Case Study
- Portfolio Optimization Examples Using Financial Toolbox
- Portfolio Optimization with Semicontinuous and Cardinality Constraints
- Black-Litterman Portfolio Optimization Using Financial Toolbox
- Portfolio Optimization Using Factor Models
- Portfolio Optimization Using Social Performance Measure
- Diversify Portfolios Using Custom Objective
More About
- Portfolio Object
- Portfolio Optimization Theory
- Portfolio Object Workflow
- Setting Up a Tracking Portfolio