ConceptLattice: R6 class for a concept lattice
In neuroimaginador/fcaR: Formal Concept Analysis
ConceptLattice R Documentation
R6 class for a concept lattice
Description
This class implements the data structure and methods for concept lattices.
Super class
fcaR::ConceptSet -> ConceptLattice
Methods
Public methods
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Inherited methods
Method new()
Create a new ConceptLattice object.
Usage
ConceptLattice$new(extents, intents, objects, attributes, I = NULL)
Arguments
extents(dgCMatrix) The extents of all concepts
intents(dgCMatrix) The intents of all concepts
objects(character vector) Names of the objects in the formal context
attributes(character vector) Names of the attributes in the formal context
I(dgCMatrix) The matrix of the formal context
Returns
A new ConceptLattice object.
Method plot()
Plot the concept lattice
Usage
ConceptLattice$plot(object_names = TRUE, to_latex = FALSE, ...)
Arguments
object_names(logical) If TRUE, plot object names, otherwise omit them from the diagram.
to_latex(logical) If TRUE, export the plot as a tikzpicture environment that can be included in a LaTeX file.
...Other parameters to be passed to the tikzDevice that renders the lattice in LaTeX, or for the figure caption. See Details.
Details
Particular parameters that control the size of the tikz output are: width, height (both in inches), and pointsize (in points), that should be set to the font size used in the documentclass header in the LaTeX file where the code is to be inserted.
If a caption is provided, the whole tikz picture will be wrapped by a figure environment and the caption set.
Returns
If to_latex is FALSE, it returns nothing, just plots the graph of the concept lattice. Otherwise, this function returns the LaTeX code to reproduce the concept lattice.
Method sublattice()
Sublattice
Usage
ConceptLattice$sublattice(...)
Arguments
...See Details.
Details
As argument, one can provide both integer indices or Concepts, separated by commas. The corresponding concepts are used to generate a sublattice.
Returns
The generated sublattice as a new ConceptLattice object.
Method top()
Top of a Lattice
Usage
ConceptLattice$top()
Returns
The top of the Concept Lattice
Examples
fc <- FormalContext$new(planets)
fc$find_concepts()
fc$concepts$top()
Method bottom()
Bottom of a Lattice
Usage
ConceptLattice$bottom()
Returns
The bottom of the Concept Lattice
Examples
fc <- FormalContext$new(planets)
fc$find_concepts()
fc$concepts$bottom()
Method join_irreducibles()
Join-irreducible Elements
Usage
ConceptLattice$join_irreducibles()
Returns
The join-irreducible elements in the concept lattice.
Method meet_irreducibles()
Meet-irreducible Elements
Usage
ConceptLattice$meet_irreducibles()
Returns
The meet-irreducible elements in the concept lattice.
Method decompose()
Decompose a concept as the supremum of meet-irreducible concepts
Usage
ConceptLattice$decompose(C)
Arguments
CA list of Concepts
Returns
A list, each field is the set of meet-irreducible elements whose supremum is the corresponding element in C.
Method supremum()
Supremum of Concepts
Usage
ConceptLattice$supremum(...)
Arguments
...See Details.
Details
As argument, one can provide both integer indices or Concepts, separated by commas. The corresponding concepts are used to compute their supremum in the lattice.
Returns
The supremum of the list of concepts.
Method infimum()
Infimum of Concepts
Usage
ConceptLattice$infimum(...)
Arguments
...See Details.
Details
As argument, one can provide both integer indices or Concepts, separated by commas. The corresponding concepts are used to compute their infimum in the lattice.
Returns
The infimum of the list of concepts.
Method subconcepts()
Subconcepts of a Concept
Usage
ConceptLattice$subconcepts(C)
Arguments
C(numeric or SparseConcept) The concept to which determine all its subconcepts.
Returns
A list with the subconcepts.
Method superconcepts()
Superconcepts of a Concept
Usage
ConceptLattice$superconcepts(C)
Arguments
C(numeric or SparseConcept) The concept to which determine all its superconcepts.
Returns
A list with the superconcepts.
Method lower_neighbours()
Lower Neighbours of a Concept
Usage
ConceptLattice$lower_neighbours(C)
Arguments
C(SparseConcept) The concept to which find its lower neighbours
Returns
A list with the lower neighbours of C.
Method upper_neighbours()
Upper Neighbours of a Concept
Usage
ConceptLattice$upper_neighbours(C)
Arguments
C(SparseConcept) The concept to which find its upper neighbours
Returns
A list with the upper neighbours of C.
Method clone()
The objects of this class are cloneable with this method.
Usage
ConceptLattice$clone(deep = FALSE)
Arguments
deepWhether to make a deep clone.
Examples
# Build a formal context
fc_planets <- FormalContext$new(planets)
# Find the concepts
fc_planets$find_concepts()
# Find join- and meet- irreducible elements
fc_planets$concepts$join_irreducibles()
fc_planets$concepts$meet_irreducibles()
# Get concept support
fc_planets$concepts$support()
## ------------------------------------------------
## Method `ConceptLattice$top`
## ------------------------------------------------
fc <- FormalContext$new(planets)
fc$find_concepts()
fc$concepts$top()
## ------------------------------------------------
## Method `ConceptLattice$bottom`
## ------------------------------------------------
fc <- FormalContext$new(planets)
fc$find_concepts()
fc$concepts$bottom()
neuroimaginador/fcaR documentation built on May 3, 2024, 12:25 a.m.
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| ConceptLattice | R Documentation |
R6 class for a concept lattice
Description
This class implements the data structure and methods for concept lattices.
Super class
fcaR::ConceptSet -> ConceptLattice
Methods
Public methods
Inherited methods
Method new()
Create a new ConceptLattice object.
Usage
ConceptLattice$new(extents, intents, objects, attributes, I = NULL)
Arguments
extents(
dgCMatrix) The extents of all conceptsintents(
dgCMatrix) The intents of all conceptsobjects(character vector) Names of the objects in the formal context
attributes(character vector) Names of the attributes in the formal context
I(
dgCMatrix) The matrix of the formal context
Returns
A new ConceptLattice object.
Method plot()
Plot the concept lattice
Usage
ConceptLattice$plot(object_names = TRUE, to_latex = FALSE, ...)
Arguments
object_names(logical) If
TRUE, plot object names, otherwise omit them from the diagram.to_latex(logical) If
TRUE, export the plot as atikzpictureenvironment that can be included in aLaTeXfile....Other parameters to be passed to the
tikzDevicethat renders the lattice inLaTeX, or for the figure caption. SeeDetails.
Details
Particular parameters that control the size of the tikz output are: width, height (both in inches), and pointsize (in points), that should be set to the font size used in the documentclass header in the LaTeX file where the code is to be inserted.
If a caption is provided, the whole tikz picture will be wrapped by a figure environment and the caption set.
Returns
If to_latex is FALSE, it returns nothing, just plots the graph of the concept lattice. Otherwise, this function returns the LaTeX code to reproduce the concept lattice.
Method sublattice()
Sublattice
Usage
ConceptLattice$sublattice(...)
Arguments
...See Details.
Details
As argument, one can provide both integer indices or Concepts, separated by commas. The corresponding concepts are used to generate a sublattice.
Returns
The generated sublattice as a new ConceptLattice object.
Method top()
Top of a Lattice
Usage
ConceptLattice$top()
Returns
The top of the Concept Lattice
Examples
fc <- FormalContext$new(planets) fc$find_concepts() fc$concepts$top()
Method bottom()
Bottom of a Lattice
Usage
ConceptLattice$bottom()
Returns
The bottom of the Concept Lattice
Examples
fc <- FormalContext$new(planets) fc$find_concepts() fc$concepts$bottom()
Method join_irreducibles()
Join-irreducible Elements
Usage
ConceptLattice$join_irreducibles()
Returns
The join-irreducible elements in the concept lattice.
Method meet_irreducibles()
Meet-irreducible Elements
Usage
ConceptLattice$meet_irreducibles()
Returns
The meet-irreducible elements in the concept lattice.
Method decompose()
Decompose a concept as the supremum of meet-irreducible concepts
Usage
ConceptLattice$decompose(C)
Arguments
CA list of
Concepts
Returns
A list, each field is the set of meet-irreducible elements whose supremum is the corresponding element in C.
Method supremum()
Supremum of Concepts
Usage
ConceptLattice$supremum(...)
Arguments
...See Details.
Details
As argument, one can provide both integer indices or Concepts, separated by commas. The corresponding concepts are used to compute their supremum in the lattice.
Returns
The supremum of the list of concepts.
Method infimum()
Infimum of Concepts
Usage
ConceptLattice$infimum(...)
Arguments
...See Details.
Details
As argument, one can provide both integer indices or Concepts, separated by commas. The corresponding concepts are used to compute their infimum in the lattice.
Returns
The infimum of the list of concepts.
Method subconcepts()
Subconcepts of a Concept
Usage
ConceptLattice$subconcepts(C)
Arguments
C(numeric or
SparseConcept) The concept to which determine all its subconcepts.
Returns
A list with the subconcepts.
Method superconcepts()
Superconcepts of a Concept
Usage
ConceptLattice$superconcepts(C)
Arguments
C(numeric or
SparseConcept) The concept to which determine all its superconcepts.
Returns
A list with the superconcepts.
Method lower_neighbours()
Lower Neighbours of a Concept
Usage
ConceptLattice$lower_neighbours(C)
Arguments
C(
SparseConcept) The concept to which find its lower neighbours
Returns
A list with the lower neighbours of C.
Method upper_neighbours()
Upper Neighbours of a Concept
Usage
ConceptLattice$upper_neighbours(C)
Arguments
C(
SparseConcept) The concept to which find its upper neighbours
Returns
A list with the upper neighbours of C.
Method clone()
The objects of this class are cloneable with this method.
Usage
ConceptLattice$clone(deep = FALSE)
Arguments
deepWhether to make a deep clone.
Examples
# Build a formal context
fc_planets <- FormalContext$new(planets)
# Find the concepts
fc_planets$find_concepts()
# Find join- and meet- irreducible elements
fc_planets$concepts$join_irreducibles()
fc_planets$concepts$meet_irreducibles()
# Get concept support
fc_planets$concepts$support()
## ------------------------------------------------
## Method `ConceptLattice$top`
## ------------------------------------------------
fc <- FormalContext$new(planets)
fc$find_concepts()
fc$concepts$top()
## ------------------------------------------------
## Method `ConceptLattice$bottom`
## ------------------------------------------------
fc <- FormalContext$new(planets)
fc$find_concepts()
fc$concepts$bottom()
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