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Mathematics Abbreviations
Browse all acronyms and abbreviations related to the Mathematics terminology and jargon. Find out the meanings of commonly used terms in Mathematics. if you need to understand this terminology and jargon. Browse our comprehensive list of acronyms and abbreviations to demystify common terms used in Mathematics.
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Browse All Abbreviation related to the Acronym Mathematics. All abbreviations on this page are WDV means Weighted Distance Value, WDVV means Witten- Dijkgraff- Verlinde- Verlinde, WEMC means Weighted Ensemble Monte Carlo, WETM means Waterman Error Trending Model, WEVP means Weakly Externally Visible Polygon, WF means Weak Fairness, WF means Weighting Factor, WFEM means Wright Finite Element Method, WFEV means Weighted Fuzzy Expected Value, WFF means Well Formed Formula, WFSA means Weighted Finite State Automaton, WFSD means Well Formed Sequence Diagram, WFSM means Weighted Finite State Machine, WFSR means Well Formed Semantic Rule, WFTA means Winograd Fourier Transform Algorithm, WFTM means Windowed Fourier Transform Method, WG means Whole Group, WGGC means Working Group on Generalized Convexity, WGI means Within Group Interval, WGMP means Weighted Graph Matching Problem,
| Abbreviations | Definition | More |
|---|---|---|
| WDV | Weighted Distance Value. | List Of WDV |
| WDVV | Witten- Dijkgraff- Verlinde- Verlinde. | List Of WDVV |
| WEMC | Weighted Ensemble Monte Carlo. | List Of WEMC |
| WETM | Waterman Error Trending Model. | List Of WETM |
| WEVP | Weakly Externally Visible Polygon. | List Of WEVP |
| WF | Weak Fairness. | List Of WF |
| WF | Weighting Factor. | List Of WF |
| WFEM | Wright Finite Element Method. | List Of WFEM |
| WFEV | Weighted Fuzzy Expected Value. | List Of WFEV |
| WFF | Well Formed Formula. | List Of WFF |
| WFSA | Weighted Finite State Automaton. | List Of WFSA |
| WFSD | Well Formed Sequence Diagram. | List Of WFSD |
| WFSM | Weighted Finite State Machine. | List Of WFSM |
| WFSR | Well Formed Semantic Rule. | List Of WFSR |
| WFTA | Winograd Fourier Transform Algorithm. | List Of WFTA |
| WFTM | Windowed Fourier Transform Method. | List Of WFTM |
| WG | Whole Group. | List Of WG |
| WGGC | Working Group on Generalized Convexity. | List Of WGGC |
| WGI | Within Group Interval. | List Of WGI |
| WGMP | Weighted Graph Matching Problem. | List Of WGMP |
Some Questions about acronyms:
What is an acronym?
An acronym is a word or phrase made up of the first letters of a series of words, with the first letter of each word capitalized.
What are some examples of acronyms in "Mathematics"?
Some examples of acronyms are LIST OF WDV, LIST OF WDVV, LIST OF WEMC, LIST OF WETM, LIST OF WEVP, LIST OF WF, LIST OF WFEM, LIST OF WFEV, LIST OF WFF, LIST OF WFSA.
How are acronyms created?
Acronyms are created by taking the first letter of each word in a phrase and combining them to spell a word (for example, the acronym "radar" is created from the phrase "radio detecting and ranging").
How are acronyms different from initialism?
Acronyms are different from initialism in that they are pronounced as words. For example, AIDS is an acronym for acquired immune deficiency syndrome.
What is the difference between an acronym and an abbreviation?
An acronym is an abbreviation that is pronounced as a word, such as NASA. An abbreviation is a shortened form of a word, such as Mr. for Mister.
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