Modul:category tree/topic cat/data/Mathematics
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local labels = {}
labels["formal sciences"] = {
type = "related-to",
description = "=the [[formal science]]s, the study of non-physical systems and abstractions",
parents = {"sciences"},
}
labels["mathematics"] = {
type = "related-to",
description = "default no singularize",
parents = {"formal sciences"},
}
labels["algebra"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["algebraic geometry"] = {
type = "related-to",
description = "default",
parents = {"geometry", "algebra"},
}
labels["algebraic topology"] = {
type = "related-to",
description = "default",
parents = {"topology", "algebra"},
}
labels["analysis"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematics"},
}
labels["applied mathematics"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematics"},
}
labels["arithmetic"] = {
type = "related-to",
description = "default",
parents = {"mathematics", "applied sciences"},
}
labels["calculus"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematical analysis"},
}
labels["category theory"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["cellular automata"] = {
type = "related-to",
description = "default",
parents = {"mathematics", "theory of computing"},
}
labels["circle"] = {
type = "related-to",
description = "default",
parents = {"curves"},
}
labels["coding theory"] = {
type = "related-to",
description = "default",
parents = {"information theory"},
}
labels["combinatorics"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematics"},
}
labels["complex analysis"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematics"},
}
labels["curves"] = {
type = "related-to",
description = "default",
parents = {"shapes"},
}
labels["differential geometry"] = {
type = "related-to",
description = "default",
parents = {"geometry", "mathematical analysis"},
}
labels["functional analysis"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematical analysis"},
}
labels["functions"] = {
type = "related-to",
description = "default",
parents = {"algebra", "calculus", "geometry", "mathematical analysis"},
}
labels["fuzzy logic"] = {
type = "related-to",
description = "default",
parents = {"logic"},
}
labels["game theory"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["geometry"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["graph theory"] = {
type = "related-to",
description = "default",
parents = {"mathematics", "visualization"},
}
labels["group theory"] = {
type = "related-to",
description = "default",
parents = {"algebra"},
}
labels["higher-dimensional geometry"] = {
type = "related-to",
description = "default",
parents = {"geometry"},
}
labels["hyperbolic functions"] = {
type = "related-to",
description = "default",
parents = {"functions"},
}
labels["information theory"] = {
type = "related-to",
description = "default",
parents = {"applied mathematics"},
}
labels["linear algebra"] = {
type = "related-to",
description = "default",
parents = {"algebra"},
}
labels["logic"] = {
type = "related-to",
description = "default",
parents = {"formal sciences", "philosophy"},
}
labels["mathematical analysis"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematics"},
}
labels["measure theory"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["number theory"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["numerical analysis"] = {
type = "related-to",
description = "default no singularize",
parents = {"mathematical analysis"},
}
labels["polygons"] = {
type = "related-to",
description = "default",
parents = {"shapes"},
}
labels["polyhedra"] = {
type = "related-to",
description = "=[[polyhedron|polyhedra]], i.e. solid figures with straight edges and flat faces",
parents = {"shapes"},
}
labels["probability theory"] = {
type = "related-to",
description = "default",
parents = {"mathematical analysis"},
}
labels["ring theory"] = {
type = "related-to",
description = "default",
parents = {"algebra"},
}
labels["set theory"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["shapes"] = {
type = "related-to",
description = "default",
parents = {"geometry"},
}
labels["surfaces"] = {
type = "related-to",
description = "=geometric [[surface]]s",
parents = {"shapes"},
}
labels["topology"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["trigonometry"] = {
type = "related-to",
description = "default",
parents = {"mathematics"},
}
labels["trigonometric functions"] = {
type = "related-to",
description = "default",
parents = {"functions", "trigonometry", "circle"},
}
return labels