Usually means: Illustrates relationships using overlapping circles.
Definitions Related words Phrases Mentions
We found 27 dictionaries that define the word venn diagram:

General (18 matching dictionaries)
  1. venn diagram: Longman Dictionary of Contemporary English
  2. Venn diagram, Venn diagram: Merriam-Webster
  3. Venn diagram: Oxford Learner's Dictionaries
  4. Venn diagram: American Heritage Dictionary of the English Language
  5. Venn diagram: Collins English Dictionary
  6. Venn diagram: Vocabulary.com
  7. Venn diagram: Cambridge Advanced Learner's Dictionary
  8. Venn diagram: Wiktionary
  9. Venn diagram: Infoplease Dictionary
  10. Venn diagram: Dictionary.com
  11. Venn diagram: Online Etymology Dictionary
  12. Venn Diagram, Venn diagram: Wikipedia, the Free Encyclopedia
  13. Venn diagram: Rhymezone
  14. venn diagram: FreeDictionary.org
  15. venn diagram: Mnemonic Dictionary
  16. Venn diagram: TheFreeDictionary.com

Art (1 matching dictionary)
  1. ODLIS: Online Dictionary of Library and Information Science (No longer online)

Business (1 matching dictionary)
  1. BusinessDictionary.com (No longer online)

Computing (2 matching dictionaries)
  1. Venn diagram: Dictionary of Algorithms and Data Structures
  2. Venn diagram: Encyclopedia

Medicine (2 matching dictionaries)
  1. online medical dictionary (No longer online)
  2. Venn diagram: Medical dictionary

Science (2 matching dictionaries)
  1. Venn Diagram: Eric Weisstein's World of Mathematics
  2. Venn diagram: PlanetMath Encyclopedia

Slang (1 matching dictionary)
  1. Venn Diagram: Urban Dictionary

(Note: See venn_diagrams as well.)

Definitions from Wiktionary (Venn diagram)

noun:  (set theory) A diagram representing some sets by contours of closed shapes, such as circles or ellipses (and sometimes also the universal set as a rectangle enclosing all of these shapes), and indicating the relationships between the sets: by overlapping the shapes to show that the corresponding sets have a non-empty intersection, and by possibly (but not necessarily) enclosing all of the sets (which are proper subsets of the universal set) within a universal set (represented typically by a rectangle); such that the total number of simply connected regions is 2ⁿ, where n is the number of depicted sets which are proper subsets of the universal set.

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