QSS Algorithms

The Algorithm type is parametric on the solver name (N) and order (O). Currently there are three specific algorithm names: (QSS Algorithm, LiQSS Algorithm, and mLiQSS Algorithm), and two orders (1 and 2).

Algorithm extension

Any new algorithm can be added via the name N which is of type Val, and with the order O which also of type Val according to this type:

QuantizedSystemSolver.Algorithm — Type

Algorithm{N,O}

This is a superclass for all QSS algorithms. It is parametric on:

The name of the algorithm N
The order of the algorithm O

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QuantizedSystemSolver.QSSAlgorithm — Type

QSSAlgorithm{N,O}

This is the first subclass for QSS algorithms. It is parametric on:

The name of the algorithm N
The order of the algorithm O

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What is needed with a new algorithm:

A new algorithm with the same old name and a different order (>2) requires an addition only of the quantizer methods.
A new algorithm with a new name and an old order (1,2) requires an addition of an integrate method only.
A new algorithm with a new name and a new order requires an addition of an integrate method and addition of the quantizer methods.
Creating a new superclass similar to the QSSAlgorithm requires an addition of a new solve function.

Example

my_new_algorithm()=QSSAlgorithm(Val(:my_new_algorithm),Val(3))

This is a new algorithm name of order 3 belongs to the family of the QSSAlgorithm. Only an addition of the integrate and the quantizer methods is needed.