How to resolve the algorithm Sort an outline at every level step by step in the Julia programming language

Published on 22 June 2024 08:30 PM

How to resolve the algorithm Sort an outline at every level step by step in the Julia programming language

Table of Contents

Problem Statement

Write and test a function over an indented plain text outline which either:

Your code should detect and warn of at least two types of inconsistent indentation:

Your code should be able to detect and handle both tab-indented, and space-indented (e.g. 4 space, 2 space etc) outlines, without being given any advance warning of the indent characters used, or the size of the indent units. You should also be able to specify different types of sort, for example, as a minimum, both ascending and descending lexical sorts. Your sort should not alter the type or size of the indentation units used in the input outline.

(For an application of Indent Respectful Sort, see the Sublime Text package of that name. The Python source text [1] is available for inspection on Github).

Tests

The output sequence of an ascending lexical sort of each level should be: The output sequence of a descending lexical sort of each level should be:

Let's start with the solution:

Step by Step solution about How to resolve the algorithm Sort an outline at every level step by step in the Julia programming language

The provided Julia code defines a data structure and functions for creating and printing hierarchical outlines from text. Here's a detailed explanation:

  1. Outline Entry Structure:

    • Entry is an abstract type representing an outline entry.
    • OutlineEntry is a concrete subtype of Entry that represents an outline entry with a level (depth), text, parent entry (optional), and a list of child entries.
  2. Outline Structure:

    • Outline represents an outline with a root entry, a vector of all entries, and a baseindent string used for indentation.
  3. Helper Functions:

    • rootentry(): Creates an empty root outline entry with level 0, empty text, no parent, and no children.
    • indentchar(ch): Checks if a character is an indent character (' ' or '\t').
    • firsttext(s): Finds the index of the first non-indent character in a string.
    • splitline(s): Splits a string into a tuple of the indentation and the text.
  4. Custom Print Function for OutlineEntry:

    • This function overrides the default print behavior for OutlineEntry objects.
    • It prints the entry's text, indented by its level.
    • It then recursively prints all of its child entries.
  5. Custom Print Function for Outline:

    • This function overrides the default print behavior for Outline objects.
    • It pushes the baseindent string onto a stack of indents.
    • It prints the root entry.
    • It pops the baseindent string from the stack.
  6. firstindent(lines):

    • Analyzes the lines of text input to determine the consistent indentation string used in the outline.
    • It tries to find the first line that contains non-indent characters and returns the indentation string from that line.
    • If no such line is found, it returns a default indentation string.
  7. Outline(str):

    • Takes a string representing the outline text.
    • Initializes an empty array of OutlineEntry objects and an array of lines after filtering out empty lines.
    • Calculates the indent, parentindex, and lastindents variables based on the first line's indentation.
    • Verifies that the indentation is consistent (either all spaces or all tabs).
    • Iterates through the lines and creates OutlineEntry objects based on the indentation levels.
    • Sets the parent relationships and adds the entries to the array of entries.
    • Returns an Outline object with the root entry, array of entries, and baseindent string.
  8. sorttree!(ent::OutlineEntry):

    • Sorts the children of an OutlineEntry object recursively.
    • Optionally sorts the children of the current entry (if the entry level matches the specified level).
  9. outlinesort!(ol::Outline):

    • Calls sorttree! on the root entry of the Outline object to sort the entire outline.
  10. Example Usage:

  • The code creates two Outline objects using sample text.
  • It demonstrates printing the outlines, sorting them, and sorting them in reverse order.
  • It also demonstrates sorting only a specific level of the outline.
  1. Error Handling:
  • The code includes try-catch blocks to handle exceptions that may occur if the input text has invalid indentation or outline structure.

Source code in the julia programming language

import Base.print

abstract type Entry end

mutable struct OutlineEntry <: Entry
    level::Int
    text::String
    parent::Union{Entry, Nothing}
    children::Vector{Entry}
end

mutable struct Outline
    root::OutlineEntry
    entries::Vector{OutlineEntry}
    baseindent::String
end

rootentry() = OutlineEntry(0, "", nothing, [])
indentchar(ch) = ch == ' ' || ch == '\t'
firsttext(s) = something(findfirst(!indentchar, s), length(s) + 1)
splitline(s) = begin i = firsttext(s); i == 1 ? ("", s) : (s[1:i-1], s[i:end]) end

const _indents = ["        "]

function Base.print(io::IO, oe::OutlineEntry)
    println(io, _indents[end]^oe.level, oe.text)
    for child in oe.children
        print(io, child)
    end
end

function Base.print(io::IO, o::Outline)
    push!(_indents, o.baseindent)
    print(io, o.root)
    pop!(_indents)
end

function firstindent(lines, default = "        ")
    for lin in lines
        s1, s2 = splitline(lin)
        s1 != "" && return s1
    end
    return default
end

function Outline(str::String)
    arr, lines = OutlineEntry[], filter(x -> x != "", split(str, r"\r\n|\n|\r"))
    root, indent, parentindex, lastindents = rootentry(), firstindent(lines), 0, 0
    if ' ' in indent && '\t' in indent
        throw("Mixed tabs and spaces in indent are not allowed")
    end
    indentlen, indentregex = length(indent), Regex(indent)
    for (i, lin) in enumerate(lines)
        header, txt = splitline(lin)
        indentcount = length(collect(eachmatch(indentregex, header)))
        (indentcount * indentlen < length(header)) &&
            throw("Error: bad indent " * string(UInt8.([c for c in header])) *
                ", expected " * string(UInt8.([c for c in indent])))
        if indentcount > lastindents
            parentindex = i - 1
        elseif indentcount < lastindents
            parentindex = something(findlast(x -> x.level == indentcount - 1, arr), 0)
        end
        lastindents = indentcount
        ent = OutlineEntry(indentcount, txt, parentindex == 0 ? root : arr[parentindex], [])
        push!(ent.parent.children, ent)
        push!(arr, ent)
    end
    return Outline(root, arr, indent)
end

function sorttree!(ent::OutlineEntry, rev=false, level=0)
    for child in ent.children
        sorttree!(child, rev)
    end
    if level == 0 || level == ent.level
        sort!(ent.children, lt=(x, y) -> x.text < y.text, rev=rev)
    end
    return ent
end

outlinesort!(ol::Outline, rev=false, lev=0) = begin sorttree!(ol.root, rev, lev); ol end

const outline4s = Outline("""
zeta
    beta
    gamma
        lambda
        kappa
        mu
    delta
alpha
    theta
    iota
    epsilon""")

const outlinet1 = Outline("""
zeta
    gamma
        mu
        lambda
        kappa
    delta
    beta
alpha
    theta
    iota
    epsilon""")

println("Given the text:\n", outline4s)
println("Sorted outline is:\n", outlinesort!(outline4s))
println("Reverse sorted is:\n", outlinesort!(outline4s, true))

println("Using the text:\n", outlinet1)
println("Sorted outline is:\n", outlinesort!(outlinet1))
println("Reverse sorted is:\n", outlinesort!(outlinet1, true))
println("Sorting only third level:\n", outlinesort!(outlinet1, false, 3))

try
    println("Trying to parse a bad outline:")
    outlinebad1 = Outline("""
alpha
    epsilon
	iota
    theta
zeta
    beta
    delta
    gamma
    	kappa
        lambda
        mu""")
catch y
    println(y)
end

try
    println("Trying to parse another bad outline:")
    outlinebad2 = Outline("""
zeta
    beta
   gamma
        lambda
         kappa
        mu
    delta
alpha
    theta
    iota
    epsilon""")
catch y
    println(y)
end


  

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