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Simplex Method - The Simplex Algorithm - Mathstools
www.mathstools.com/
The simplex algorithm seeks a solution between feasible region extreme points in linear programming problems which satisfies the optimality criterion ...

Mathstools.com

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Mathstools.com is hosted in United Kingdom . Mathstools.com doesn't use HTTPS protocol. Number of used technologies: 7. First technologies: CSS, Html, Html5, Number of used javascripts: 7. First javascripts: Jquery-1.7.2.js, Jquery-ui.js, Validate.js, Number of used analytics tools: 1. First analytics tools: Google Analytics, Its server type is: Apache/2.4.10 (Ubuntu).

Technologies in use by Mathstools.com

Technology

Number of occurences: 7
  • CSS
  • Html
  • Html5
  • Javascript
  • jQuery
  • jQuery UI
  • Php

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Javascripts

Number of occurences: 7
  • jquery-1.7.2.js
  • jquery-ui.js
  • validate.js
  • platform.js
  • adsbygoogle.js

Analytics

Number of occurences: 1
  • Google Analytics

Advertise

Number of occurences: 1
  • Google Adsense

Server Type

  • Apache/2.4.10 (Ubuntu)

Social

Number of occurences: 2
  • Facebook Box
  • Google +1 Button

Conversion rate optimization

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visitors Conversion form (contact form, subcriber) Not founded!
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HTTPS (SSL) - Mathstools.com

Missing HTTPS protocol.

    Meta - Mathstools.com

    Number of occurences: 8
    • Name: description
      Content: The simplex algorithm seeks a solution between feasible region extreme points in linear programming problems which satisfies the optimality criterion. Simplex algorithm is based in an operation called pivots the matrix what it is precisely this iteration between the set of extreme points. The Simplex Algorithm output reduced to one of these 4 cases: unique finite optimal solution, unbounded solution, solution infinite and inconsistent restrictions.
    • Name: keywords
      Content: simplex algorithm, simplex, duallity, optimization, maximize, minimize, linear programming, dual algorithm, george danzing, two-phase method, 2-phase method, The 2-Phase Method, 2-Phases, optimality criteria, pivot element, pivot, pivoting matrix, infinite solutions, infinite solutions, unbounded solution, optimal solution finite restrictions inconsistent, optimality criterion, optimality, the simplex algorithm for linear programming
    • Name: robots
      Content: INDEX,FOLLOW,NOODP
    • Name: google-site-verification
      Content: gMBTLztxxvkJa7RGY4NBAompryDoRyHkgYM5bAyeXrg
    • Name:
      Content: text/html; charset=utf-8
    • Name: google
      Content: notranslate
    • Name: date
      Content: October 1, 2004
    • Name: language
      Content: en

    Server / Hosting

    • IP: 94.76.213.109
    • Latitude: 51.50
    • Longitude: -0.12
    • Country: United Kingdom

    Rname

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    • nsv2.plaindns.net
    • aspmx4.googlemail.com
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    • aspmx3.googlemail.com
    • aspmx2.googlemail.com
    • alt1.aspmx.l.google.com
    • aspmx.l.google.com
    • alt2.aspmx.l.google.com

    Target

    • root.dns1.nominalia.com

    HTTP Header Response

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    DNS

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    2. ttl: 900
    3. type: A
    4. ip: 94.76.213.109
    host: mathstools.com
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    7. refresh: 86400
    8. retry: 7200
    9. expire: 2592000
    10. minimum-ttl: 300
    host: mathstools.com
    1. class: IN
    2. ttl: 900
    3. type: MX
    4. pri: 10
    5. target: aspmx4.googlemail.com
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    4. pri: 10
    5. target: aspmx5.googlemail.com
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    4. pri: 10
    5. target: aspmx3.googlemail.com
    host: mathstools.com
    1. class: IN
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    3. type: MX
    4. pri: 10
    5. target: aspmx2.googlemail.com
    host: mathstools.com
    1. class: IN
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    3. type: MX
    4. pri: 5
    5. target: alt1.aspmx.l.google.com
    host: mathstools.com
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    3. type: MX
    4. pri: 1
    5. target: aspmx.l.google.com
    host: mathstools.com
    1. class: IN
    2. ttl: 900
    3. type: MX
    4. pri: 5
    5. target: alt2.aspmx.l.google.com

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