3.Set 컬렉션
: 순서가 유지되지 않고 중복을 허용하지 않는다.
: 데이터가 존재하냐 안하냐를 확인할때 사용한다.
: null이 저장 가능한데 하나만 가능하다.
-주요 메소드
기능 | 메소드 | 설명 |
객체 추가 | boolean add(E e) | 주어진 객체를 저장, 객체가 성공적으로 저장되면 true를 리턴, 중복이면 false를 리턴 |
객체 검색
| boolean contains(Object o) | 주어진 객체가 저장되어 있는지 여부 |
isEmpty() | 컬렉션이 비어 있는지 조사 |
Iterator<E> iterator() | 저장된 객체를 한 번씩 가져오는 반복자 리턴 |
int size() | 저장되어 있는 전체 객체 수 리턴 |
객체 삭제
| void clear() | 저장된 모든 객체를 삭제 |
boolean remove(Object o) | 주어진 객체를 삭제 |
-Set 종류
클래스 | 특징 |
HashSet | 순서가 필요없는 데이터를 hash table에 저장. Set 중에 가장 성능이 좋음. |
TreeSet | 저장된 데이터의 값에 따라 정렬됨. red-black tree 타입으로 값이 저장. HashSet보다 성능 느림. |
LinkedHashSet | 연결된 목록 타입으로 구현된 hash table에 데이터 저장. 순서에 따라 값이 정렬. 가장 느림. |
Hash가 들어가면 이중 검증이다.
Hashing : Hash funtion을 이용해서 데이터를 Hash table에 저장하고 검색하는 기법
1)HashSet
중복 체크를 위해 hashCode()와 equals()를 사용한다.
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)
-equals 는 두 객체의 내용이 같은지, 동등성(equality) 를 비교하는 연산자
-hashCode 는 두 객체가 같은 객체인지, 동일성(identity) 를 비교하는 연산자
ex)hashCode와 equals의 개발자 정의(Comparator)
Member 클래스 정의
main 클래스
생성자를 통해 객체를 만들었어도
이름과 나이가 같을 경우 같은 객체로 설정했기 때문에
총 객체수가 한 개이다.
ex)hashSet
2)TreeSet
: Set의 기능을 가지면서 정렬의 기능도 가지고 있다.
: 데이터들이 자동으로 오름차순 정렬된다.
예제를 통해 메소드를 익히자.
ex)기본 메소드
ex)TreeSet 내림차순
ex)subSet 메소드
forever가 없는 이유는 f이후의 단어이기 때문이다.
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