FPTAS: fully polynomial time approximation scheme

What does FPTAS mean? fully polynomial time approximation scheme is one of its meanings. You can download the image below to print or share it with your friends through Twitter, Facebook, Google or Pinterest. If you are a webmaster or blogger, feel free to post the image on your website. The FPTAS may have other definitions. Please scroll down to see its definitions in English, and other five meanings in your language.

FPTAS stands for fully polynomial time approximation scheme

The following image presents one of the definitions of FPTAS in English language. You can download the image file in PNG format for offline use or send image of FPTAS definition to your friends by email.

FPTAS: fully polynomial time approximation scheme

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Other Meanings of FPTAS

As mentioned above, the FPTAS has other meanings. Please know that five of other meanings are listed below. You can click links on the left to see detailed information of each definition, including definitions in English and your local language.

Definition in English: fully polynomial time approximation scheme

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FPTAS as an English Acronym

In English, FPTAS stands for fully polynomial time approximation scheme. In your local language, FPTAS stands for fully polynomial time approximation scheme. Below are advantages and disadvantages of using this acronym.
  • FPTAS => fully polynomial time approximation scheme
Utilizing FPTAS as an abbreviation enhances communication by providing a concise and efficient method, ultimately conserving time and space. This practice also conveys a sense of professionalism and specialization in particular fields. Employing the fully polynomial time approximation scheme abbreviation serves as a mnemonic device and ensures uniformity in official documents.
  • FPTAS => fully polynomial time approximation scheme
Due to the various interpretations of FPTAS, this acronym can cause ambiguity and confusion, especially among audiences unfamiliar with its meanings. Additionally, frequent use of fully polynomial time approximation scheme may foster a sense of exclusivity, possibly alienating individuals not familiar with the terminology. Overusing such acronyms can ultimately diminish overall clarity.