Enhance your basic matematika vocabulary with this easy crossword puzzle designed for adults and general audiences. Focuses on common math terms and their meanings.
Record Holders & Extremes Crossword Puzzle for Homeschool is a hard crossword puzzle with 20 clues covering . Play it online for free below, or create your own crossword with our free crossword maker.
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Record Holders & Extremes Crossword Puzzle for Homeschool
Challenge advanced math learners at home with this hard crossword focusing on record holders and extremes in mathematics. Includes concepts about largest primes, maxima, and special constants.
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- 1. Extremely large number arising in Ramsey theory known for record-holding size.
- 2. Term for the highest known prime number to date.
- 3. Concept involving maxima of constrained functions in calculus of variations.
- 4. Scale relating to growth extremes in functions and sequences.
- 9. Extremal values related to computability and algorithmic limits.
- 10. A prime of the form 2^(2^n) + 1, historically significant in prime record holding.
- 13. Approach used to describe extremes when variables tend toward infinity.
- 15. Term for a special class of numbers used to find record primes.
- 17. Term referencing Euler's identification of maxima in polynomial functions.
Down
- 5. Limit object representing extremal behavior in large graphs.
- 6. Study of the conditions for extremes in order and structure in combinatorics.
- 7. A set of 23 famous problems posing extreme challenges to mathematicians.
- 8. Complex function whose zeros relate to extremes in prime distribution.
- 11. Primes of the form 2^p − 1, often the largest known primes.
- 12. Number sequence with extremal combinatorial interpretations.
- 14. Term for a number that holds an extremal record within a sequence.
- 16. Growth type that defines many extreme mathematical behaviors.
- 18. Conjecture about expressing even numbers, tied to extremes in additive number theory.
- 19. Conjecture about sequences and extremes, also known as the 3n+1 problem.
- 20. Sequence with record growth rates and extremes in recursive definitions.
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