Struct InversionPopulation 

pub struct InversionPopulation<T> {
    pub population: Vec<Inversion<T>>,
    pub size: usize,
}

Population of Inversion objects. Includes initilializers and transformation tools.

Fields

population: Vec<Inversion<T>>

size: usize

Implementations

impl<T> InversionPopulation<T>

where T: Copy + From<u8> + TryFrom<usize> + TryInto<usize> + Eq + SampleRange + PartialOrd + Sub + Display + Debug,

pub fn from_vec(vec: &Vec<Vec<T>>) -> Result<InversionPopulation<T>, Error>

Creates an InversionPopulationbased on a given matrix.

Example

use permu_rs::inversion::InversionPopulation;
let pop: Vec<Vec<u16>> = vec![vec![0,2,0,0], vec![1,2,0,0], vec![0,0,0,0]];
let pop = InversionPopulation::from_vec(&pop).unwrap();

println!("{}", pop);

// Now, the seond vector contais one item less 
let pop: Vec<Vec<u16>> = vec![vec![0,2,0,0], vec![1,0,0], vec![0,0,0,0]];
let pop = InversionPopulation::from_vec(&pop); // This should return a LengthError
assert!(pop.is_err());

pub fn zeros(size: usize, length: usize) -> InversionPopulation<T>

Creates a InversionPopulation of the size given with Inversions of length specified, filled with 0s. This population represents a population of identity permutations.

Example

use permu_rs::*;
use permutation::{Permutation, PermuPopulation};
use inversion::{Inversion, InversionPopulation};

let (size, length) = (20,10);
let identity = PermuPopulation::from_vec(vec![Permutation::<u8>::identity(length);size]);
let inversions = InversionPopulation::<u8>::zeros(size,length-1);
let mut permus = PermuPopulation::<u8>::zeros(size, length);

inversions.to_permus(&mut permus);
assert_eq!(identity, permus);

println!("Zeros or identity population\n{}", inversions);

pub fn to_permus(&self, permu_pop: &mut PermuPopulation<T>) -> Result<(), Error>

Transforms the Inversion to its Permutation representation. Fills a given PermuPopulation based on the Inversions from the InversionPopulation. The Inversion -> Permutation transformation is done respecting the positions in the population.

Errors

Returns a LengthError if the size of both Populations are not equal.

Panics

The mothod will panic if a Inversion of the InversionPopulation has not a Permutation representation.

Example

use permu_rs::*;
let (size, length) = (5, 10);

let mut out_pop = permutation::PermuPopulation::<u8>::zeros(size, length); // Output permutation

let identity_pop = permutation::PermuPopulation::<u8>::identity(size, length);
let inversions = inversion::InversionPopulation::<u8>:: zeros(size, length-1);

inversions.to_permus(&mut out_pop);

assert_eq!(out_pop, identity_pop);

println!("{}\n", inversions);
println!("{}", out_pop);

pub fn from_permus( permu_pop: &PermuPopulation<T>, inversions: &mut InversionPopulation<T>, ) -> Result<(), Error>

Fills a given InversionPopulation with the inversion representations from a PermuPopulation. The transformation is done respecting the positions inside the PermuPopulation.

Errors

Returns a LengthError if the size of both populations are not equal or if the length of the permutations is not equal to the length of the inversion vectors + 1.

Panics

The function panics if the internal Inversion::from_permu returns an Error. This will happen if a type conversion error occurs.

Example

use permu_rs::permutation::{Permutation, PermuPopulation};
use permu_rs::inversion::{Inversion, InversionPopulation};

let (size, length) = (5, 4);

let mut population = vec![Inversion::<u16>::from_vec(vec![1,0,0]); size];
let mut inversions = InversionPopulation{ population, size };

let inversion_ok = InversionPopulation::<u16>::zeros(size, length-1); // Correct result
let permus = PermuPopulation::<u16>::identity(size, length);

InversionPopulation::from_permus(&permus, &mut inversions);
assert_eq!(inversion_ok, inversions);

println!("{}\n", permus);
println!("{}", inversions);

Trait Implementations

impl<T: Clone> Clone for InversionPopulation<T>

fn clone(&self) -> InversionPopulation<T>

Returns a duplicate of the value.

fn clone_from(&mut self, source: &Self)

Performs copy-assignment from source.

impl<T: Debug> Debug for InversionPopulation<T>

fn fmt(&self, f: &mut Formatter<'_>) -> Result

Formats the value using the given formatter.

impl<T> Display for InversionPopulation<T>

where T: Debug,

fn fmt(&self, f: &mut Formatter<'_>) -> Result

Formats the value using the given formatter.

impl<T: PartialEq> PartialEq for InversionPopulation<T>

fn eq(&self, other: &InversionPopulation<T>) -> bool

Tests for self and other values to be equal, and is used by ==.

fn ne(&self, other: &Rhs) -> bool

Tests for !=. The default implementation is almost always sufficient, and should not be overridden without very good reason.

impl<T> Population<T> for InversionPopulation<T>

where T: Copy + From<u8> + TryFrom<usize> + TryInto<usize> + Eq + SampleRange + PartialOrd + Sub + Display + Debug,

fn learn(&self) -> Distribution

Implementation of learn method for InversionPopulation.

Example

use permu_rs::{Population, Distribution};
use permu_rs::inversion::{InversionPopulation, Inversion};
use InversionPopulation as invpop;
use Inversion as inv;
 
let pop: Vec<Vec<u8>> = vec![vec![2,1,0], vec![1,0,0], vec![0,0,0]];
let pop = InversionPopulation::from_vec(&pop).unwrap();

let target = vec![vec![1,1,1,0],vec![2,1,0,0],vec![3,0,0,0]];
let target = Distribution::InversionDistribution(target, false);

let distr = pop.learn();

assert_eq!(target, distr);

fn sample(&mut self, distr: &mut Distribution) -> Result<(), Error>

Implementation of sample method for PermuPopulation.

Errors

Returns a LengthError if the length of the output population’s Inversion’s length is not equal to its population Inversions’s. Returns an IncorrectDistrType error if the given distribution is not InversionPopulation.

Example

use permu_rs::{Population, Distribution};
use permu_rs::inversion::InversionPopulation;
 
// Initialize a custom distribution
let distr = vec![vec![1,1,1,0],vec![2,1,0,0],vec![3,0,0,0]];
let mut distr = Distribution::InversionDistribution(distr, false);
println!("Original distr:\n{}", distr);
// Init output population
let mut out = InversionPopulation::<u8>::zeros(10, 3); 
// Sample distribution
out.sample(&mut distr).unwrap();

// Now the original distribution has been changed in order to soften it
println!("Now distr:\n{}", distr);
println!("Out:\n{}", out); // Sampled population

fn to_permus(&self, permus: &mut PermuPopulation<T>) -> Result<(), Error>

Fills the given PermuPopulation with the permutation vector representation of the current population .

fn from_permus(&mut self, permus: &PermuPopulation<T>) -> Result<(), Error>

Maps a given PermuPopulation into the current Population’s representation.

impl<T> StructuralPartialEq for InversionPopulation<T>