robust-product

WebJar for robust-product

License	MIT
GroupId	org.webjars.npm
ArtifactId	robust-product
Last Version	1.0.0
Release Date	Feb 21, 2018
Type	jar
Description	robust-product WebJar for robust-product
Project URL	http://webjars.org
Source Code Management	https://github.com/mikolalysenko/robust-product

Download robust-product

Filename	Size
robust-product-1.0.0.pom
robust-product-1.0.0.jar	5 KB
robust-product-1.0.0-sources.jar	22 bytes
robust-product-1.0.0-javadoc.jar	22 bytes

How to add to project

Apache Maven

<!-- https://jarcasting.com/artifacts/org.webjars.npm/robust-product/ -->
<dependency>
    <groupId>org.webjars.npm</groupId>
    <artifactId>robust-product</artifactId>
    <version>1.0.0</version>
</dependency>

Gradle Groovy

// https://jarcasting.com/artifacts/org.webjars.npm/robust-product/
implementation 'org.webjars.npm:robust-product:1.0.0'

Gradle Kotlin

// https://jarcasting.com/artifacts/org.webjars.npm/robust-product/
implementation ("org.webjars.npm:robust-product:1.0.0")

Apache Buildr

'org.webjars.npm:robust-product:jar:1.0.0'

Apache Ivy

<dependency org="org.webjars.npm" name="robust-product" rev="1.0.0">
  <artifact name="robust-product" type="jar" />
</dependency>

Groovy Grape

@Grapes(
@Grab(group='org.webjars.npm', module='robust-product', version='1.0.0')
)

Scala SBT

libraryDependencies += "org.webjars.npm" % "robust-product" % "1.0.0"

Leiningen

[org.webjars.npm/robust-product "1.0.0"]

Dependencies

compile (2)

Group / Artifact	Type	Version
org.webjars.npm : robust-scale	jar	[1.0.0,2)
org.webjars.npm : robust-sum	jar	[1.0.0,2)

Project Modules

There are no modules declared in this project.

robust-product

Computes the product of two non-overlapping increasing sequences exactly.

Install

npm install robust-product

Example

var robustProduct = require("robust-product")

var a = [ Math.pow(2, -50), Math.pow(2, 50) ]

var b = robustProduct(a,a)

//Now:
//
//    b == [ Math.pow(2, -100), 2.0, Math.pow(2, 100) ]
//

API

require("robust-product")(a, b)

Multiplies a and b together exactly.

• a, b are both non-overlapping increasing sequences

Returns A non-overlapping increasing sequence representing the product of a and b

Credits

(c) 2013 Mikola Lysenko. MIT License

Versions

Version
1.0.0 Feb 21, 2018