DISCRETE STRUCTURES
Across
- 4. Denoted by A_down_B, is the set of all elements which are in at least A or B.
- 7. (A_DOWN_B)*C=A*C_UP_B*C
- 10. Some texts denote the of relation R and S by SoR rather than RoS.
- 13. The set of sets or collection of sets.
- 14. The set of all elements.
- 15. The "=" is used to denote if two sets are ___ ____.
- 18. If they have no elements in common.
- 19. The set of all subsets.
- 21. If they have exactly the same number of elements.
- 22. Enclosed in braces {}.
- 26. The given elements are limited or countable.
- 27. A_DOWN(B_DOWN_C)=(A_DOWN_B)_DOWN_C
- 28. Consist of those elements which belong to A and to B but not to both A and B.
- 29. A_DOWN_B=B_DOWN_A
- 30. A is a ____ ___ of B, denoted by "A<B" if A_<-_B and A_not=_B.
- 31. Defined as the set of all ordered pairs.
- 33. A_DOWN_NOT O=A
- 34. A set whose elements unlimited.
- 36. Set of all possible elements under consideration.
- 38. A set containing no objects or elements.
- 39. Nothing but geometrical representations of relations.
Down
- 1. Given by the symbols.
- 2. Given by bR-1 a if and only if aRb.
- 3. The set of all right components of the elements of R.
- 5. The elements of a set are listed or enumerated.
- 6. The set of elements which belongs to the universal set.
- 8. A=B, if and if only A_<-_B and B_<-_A.
- 9. A_DOWN(B_UP_C)=(A_DOWN_B)UP(A_DOWN_C)
- 11. (A*C)*C=A
- 12. Set of counting numbers is the smallest number common to all the sets of multiples of the given number.
- 16. The set of elements which belongs to A but which does not belong to B.
- 17. A_DOWN_A=A
- 20. If A is a subset of B, then, we can say that B is a _______ of A, and wtite B_->_ A.
- 23. A set with only one element.
- 24. Use to defined the elements of the set.
- 25. If they are disjoint and if when combined collectively they form the universal set.
- 32. Denoted by A_<-_ B, if every element of A is contained in B.
- 35. A_DOWN_A*C=U
- 37. The set of all left components of the elements of R.