import PreferredDirectionConstraint from 'Artistoo/src/hamiltonian/PreferredDirectionConstraint.js'
PreferredDirectionConstraint
Extends:
Implements a global bias direction of motion. This constraint computes the unnormalized dot product between copy attempt vector and target direction vector.
Supply the target direction vector in normalized form, or use the length of the vector to influence the strength of this bias.
Works for torus grids, if they are "big enough".
Example:
// Build a CPM and add the constraint
let CPM = require( "path/to/build" )
let C = new CPM.CPM( [200,200], { T : 20 } )
C.add( new CPM.PreferredDirectionConstraint( {
LAMBDA_DIR : [0,50],
DIR : [[0,0],[1,1]]
} ) )
Constructor Summary
Public Constructor | ||
public |
constructor(conf: object) The constructor of the PreferredDirectionConstraint requires a conf object with parameters. |
Method Summary
Public Methods | ||
public |
This method checks that all required parameters are present in the object supplied to the constructor, and that they are of the right format. |
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public |
deltaH(src_i: IndexCoordinate, tgt_i: IndexCoordinate, src_type: CellId, tgt_type: CellId): number Method to compute the Hamiltonian for this constraint. |
Inherited Summary
From class Constraint | ||
public get abstract |
This method is actually implemented in the subclass. |
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public set |
This function attaches the relevant CPM to this constraint, so that information about this cpm can be requested from the constraint. |
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public get |
parameters: object: * Get the parameters of this constraint from the conf object. |
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public |
CPM on which this constraint acts. |
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public |
Configuration object for this constraint. |
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public abstract |
cellParameter(param: string, cid: CellId): any Get a cellid or cellkind-specific parameter for a constraint. |
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public abstract |
The optional confChecker method should verify that all the required conf parameters are actually present in the conf object and have the right format. |
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public |
paramOfCell(param: string, cid: CellId): any Get a cellId specific parameter, only used if CPMEvol is used: looks whether the requested parameter is overwritten in an @object Cell and otherwise returns @function paramOfKind |
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public |
paramOfKind(param: string, cid: CellId): any Returns a cellKind specfic variable: Assumes that the parameter is indexable by cellkind. |
From class SoftConstraint | ||
public get |
Let the CPM know that this is a soft constraint, so return 'soft'. |
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public abstract |
deltaH(src_i: IndexCoordinate, tgt_i: IndexCoordinate, src_type: CellId, tgt_type: CellId): number Soft constraints must have a deltaH method to compute the Hamiltonian. |
Public Constructors
public constructor(conf: object) source
The constructor of the PreferredDirectionConstraint requires a conf object with parameters.
Override:
Constraint#constructorParams:
Name | Type | Attribute | Description |
conf | object | parameter object for this constraint |
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conf.LAMBDA_DIR | PerKindNonNegative | strength of the constraint per cellkind. |
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conf.DIR | ArrayCoordinate[] | 'vector' with the preferred direction. This is an array with the ArrayCoordinates of the start and endpoints of this vector. |
Public Methods
public confChecker() source
This method checks that all required parameters are present in the object supplied to the constructor, and that they are of the right format. It throws an error when this is not the case.
Override:
Constraint#confCheckerpublic deltaH(src_i: IndexCoordinate, tgt_i: IndexCoordinate, src_type: CellId, tgt_type: CellId): number source
Method to compute the Hamiltonian for this constraint.
Override:
SoftConstraint#deltaHParams:
Name | Type | Attribute | Description |
src_i | IndexCoordinate | coordinate of the source pixel that tries to copy. |
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tgt_i | IndexCoordinate | coordinate of the target pixel the source is trying to copy into. |
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src_type | CellId | cellid of the source pixel. |
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tgt_type | CellId | cellid of the target pixel. This argument is not actually used but is given for consistency with other soft constraints; the CPM always calls this method with four arguments. |