A data structure that allows efficiently to find all intervals that overlap with any given interval or point.
The data structure is a red black tree augmented with hieracical data based on redblack.js.
Install it with NPM or add it to your package.json:
$ npm install insection
Then:
var Insection = require('insection');
var insection = new Insection();
insection.add(0, 4, 'foo');
insection.add(2, 6, 'bar');
expect(insection.get(1, 5).sort(), 'to equal', ['foo', 'bar']);
Include insection.js.
<script src="insection.js"></script>
this will expose the Insection function under the following namespace:
var insection = new com.one.Insection();
insection.add(0, 4, 'foo');
insection.add(2, 6, 'bar');
expect(insection.get(1, 5).sort(), 'to equal', ['foo', 'bar']);
Include the library with RequireJS the following way:
require.config({
paths: {
Insection: 'path/to/insection'
}
});
define(['Insection'], function (Insection) {
var insection = new Insection();
insection.add(0, 4, 'foo');
insection.add(2, 6, 'bar');
expect(insection.get(1, 5).sort(), 'to equal', ['foo', 'bar']);
});
var Insection = require('insection');
var insection = new Insection();
insection.add(0, 4, 'foo');
insection.add('(', 2, 6, ']', 'bar');
expect(insection.get(1, 5).sort(), 'to equal', ['foo', 'bar']);
expect(insection.get(0, 2).sort(), 'to equal', ['foo']);
insection.add('[', 2, Infinity, ')', 'baz');
expect(insection.get('(', -Infinity, 2, ')').sort(), 'to equal', ['foo']);
expect(insection.get(2).sort(), 'to equal', ['foo', 'baz']);
Associate the given value with the specified interval.
Signature:
insection.add(p, value) => insection.add('[', p, p, ']', value);
insection.add(start, end, value) => insection.add('[', start, end, ']', value);
insection.add('[', start, end, ']', value) => insection.add(Insection.interval('[', start, end, ']'), value);
insection.add('[', start, end, ')', value) => insection.add(Insection.interval('[', start, end, ')'), value);
insection.add('(', start, end, ']', value) => insection.add(Insection.interval('(', start, end, ']'), value);
insection.add('(', start, end, ')', value) => insection.add(Insection.interval('(', start, end, ')'), value);
insection.add(interval, value);
Time complexity: O(log(n)) where n is the number of intervals in the
data structure.
Example:
insection.add('(', 4, 7, ']', 'foo');
expect(insection.contains('(', 4, 7, ']'), 'to be true');
Retrieves the values for all intervals that intersect the given interval.
Signature:
insection.get(p) => insection.get('[', p, p, ']');
insection.get(start, end) => insection.get('[', start, end, ']');
insection.get('[', start, end, ']') => insection.get(Insection.interval('[', start, end, ']'));
insection.get('[', start, end, ')') => insection.get(Insection.interval('[', start, end, ')'));
insection.get('(', start, end, ']') => insection.get(Insection.interval('(', start, end, ']'));
insection.get('(', start, end, ')') => insection.get(Insection.interval('(', start, end, ')'));
insection.get(interval);
Time complexity: O(log(n*m)) where n is the number of intervals in
the data structure and m is the number of found intervals.
Example:
insection.add(0, 4, 'foo');
insection.add('(', 2, 6, ']', 'bar');
insection.add('[', 2, Infinity, ')', 'baz');
insection.add('[', 2, Infinity, ')', 'qux');
expect(insection.get(1, 5).sort(), 'to equal', ['foo', 'bar']);
expect(insection.get(0, 2).sort(), 'to equal', ['foo']);
expect(insection.get('(', -Infinity, 2, ')').sort(), 'to equal', ['foo']);
expect(insection.get(2).sort(), 'to equal', ['foo', 'baz', 'qux']);
Retrieves the intervals that intersect the given interval.
Signature:
insection.getIntervals(p) => insection.getIntervals('[', p, p, ']');
insection.getIntervals(start, end) => insection.getIntervals('[', start, end, ']');
insection.getIntervals('[', start, end, ']') => insection.getIntervals(Insection.interval('[', start, end, ']'));
insection.getIntervals('[', start, end, ')') => insection.getIntervals(Insection.interval('[', start, end, ')'));
insection.getIntervals('(', start, end, ']') => insection.getIntervals(Insection.interval('(', start, end, ']'));
insection.getIntervals('(', start, end, ')') => insection.getIntervals(Insection.interval('(', start, end, ')'));
insection.getIntervals(interval);
Time complexity: O(log(n*m)) where n is the number of intervals in
the data structure and m is the number of found intervals.
Example:
insection.add(0, 4, 'foo');
insection.add('(', 2, 6, ']', 'bar');
insection.add('[', 2, Infinity, ')', 'baz');
insection.add('[', 2, Infinity, ')', 'qux');
expect(insection.getIntervals(1, 5).map(String).sort(), 'to equal', ['[0;4]', '(2;6]']);
expect(insection.getIntervals(0, 2).map(String).sort(), 'to equal', ['[0;4]']);
expect(insection.getIntervals('(', -Infinity, 2, ')').map(String).sort(), 'to equal', ['[0;4]']);
expect(insection.getIntervals(2).map(String).sort(), 'to equal', ['[0;4]', '[2;Infinity)', '[2;Infinity)']);
Retrieves the interval and value for the intervals that intersect the given interval.
Signature:
insection.getEntries(p) => insection.getEntries('[', p, p, ']');
insection.getEntries(start, end) => insection.getEntries('[', start, end, ']');
insection.getEntries('[', start, end, ']') => insection.getEntries(Insection.interval('[', start, end, ']'));
insection.getEntries('[', start, end, ')') => insection.getEntries(Insection.interval('[', start, end, ')'));
insection.getEntries('(', start, end, ']') => insection.getEntries(Insection.interval('(', start, end, ']'));
insection.getEntries('(', start, end, ')') => insection.getEntries(Insection.interval('(', start, end, ')'));
insection.getEntries(interval);
Time complexity: O(log(n*m)) where n is the number of intervals in
the data structure and m is the number of found intervals.
Example:
insection.add(0, 4, 'foo');
insection.add('(', 2, 6, ']', 'bar');
expect(insection.getIntervals(1, 5).map(function (entry) {
return entry.interval + ' => ' + entry.value;
}).sort(), 'to equal', ['[0;4] => foo', '(2;6] => bar']);
Returns true if the insection contains the given interval; otherwise false.
Signature:
insection.contains(p) => insection.contains('[', p, p, ']');
insection.contains(start, end) => insection.contains('[', start, end, ']');
insection.contains('[', start, end, ']') => insection.contains(Insection.interval('[', start, end, ']'));
insection.contains('[', start, end, ')') => insection.contains(Insection.interval('[', start, end, ')'));
insection.contains('(', start, end, ']') => insection.contains(Insection.interval('(', start, end, ']'));
insection.contains('(', start, end, ')') => insection.contains(Insection.interval('(', start, end, ')'));
insection.contains(interval);
Time complexity: O(log(n)) where n is the number of intervals in the
data structure.
Example:
insection.add(0, 4, 'foo');
insection.add('(', 2, 6, ']', 'bar');
expect(insection.contains(0, 4), 'to be true');
expect(insection.contains('(', 0, 4, ']'), 'to be true');
expect(insection.contains('[', 0, 4, ']'), 'to be false');
expect(insection.contains(0, 5), 'to be false');
Removes the association between the given value and the specified interval.
Signature:
insection.remove(p, value) => insection.remove('[', p, p, ']', value);
insection.remove(start, end, value) => insection.remove('[', start, end, ']', value);
insection.remove('[', start, end, ']', value) => insection.remove(Insection.interval('[', start, end, ']'), value);
insection.remove('[', start, end, ')', value) => insection.remove(Insection.interval('[', start, end, ')'), value);
insection.remove('(', start, end, ']', value) => insection.remove(Insection.interval('(', start, end, ']'), value);
insection.remove('(', start, end, ')', value) => insection.remove(Insection.interval('(', start, end, ')'), value);
insection.remove(interval, value);
Time complexity: O(log(n)) where n is the number of intervals in the
data structure.
Example:
insection.add('(', 4, 7, ']', 'foo');
insection.add('[', 4, 7, ']', 'bar');
insection.remove('(', 4, 7, ']', 'foo');
expect(insection.contains('(', 4, 7, ']'), 'to be false');
expect(insection.contains('[', 4, 7, ']'), 'to be true');
Returns true if the insection does not contain any intervals; otherwise false.
Time complexity: O(1).
Example:
expect(insection.isEmpty(), 'to be true');
insection.add('(', 4, 7, ']', 'foo');
expect(insection.isEmpty(), 'to be false');
Creates an interval for the given arguments.
Signature:
Insection.interval(p) => Insection.interval('[', p, p, ']');
Insection.interval(start, end) => Insection.interval('[', start, end, ']');
Insection.interval(startType, start, end, endType);
startType can be either [ or (.
endType can be either ] or ).
Example:
expect(Insection.interval(4).toString(), 'to be', '[4;4]');
expect(Insection.interval(4, 5).toString(), 'to be', '[4;5]');
expect(Insection.interval('[', 4, 5, ']').toString(), 'to be', '[4;5]');
expect(Insection.interval('[', 4, 5, ')').toString(), 'to be', '[4;5)');
expect(Insection.interval('(', 4, 5, ']').toString(), 'to be', '(4;5]');
expect(Insection.interval('(', 4, 5, ')').toString(), 'to be', '(4;5)');
Copyright (C) 2014 one.com
Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:
The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
FAQs
A data structure for storing number intervals
The npm package insection receives a total of 1,351 weekly downloads. As such, insection popularity was classified as popular.
We found that insection demonstrated a not healthy version release cadence and project activity because the last version was released a year ago. It has 1 open source maintainer collaborating on the project.
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