Across
- 2. attaching n-cells to the boundary satisfying nice properties
- 4. 0s and 1s (no, boolean is not the answer)
- 7. higher dimensional matrix; describes multilinearity
- 9. P(n) implies P(n+1)
- 11. does not dip inwards
- 13. decomposes into a product of cyclic groups
- 14. Austrian mathematician who lived over 100 years
- 15. first type of proof you learn in Math 220
- 18. Josh Zahl works on this
- 20. textbook for Math 320
- 22. image of map = kernel of next map; differential equation with a potential function
- 23. famous sequence
- 24. doesn't grow infinitely
Down
- 1. not a scalar
- 3. closed and bounded in ℝⁿ
- 5. infinite sum
- 6. commutative divison ring; where you grow rice on; scalars of a vector space comes from this
- 8. modding out cycles by the boundary
- 10. gets very close to something
- 12. multipliers, interpolation
- 16. series, transform
- 17. functor from opposite category mapping to sets
- 19. close enough to an oval
- 20. solving for equations of the form xⁿ = a
- 21. passes the vertical line test