Ade*_*lin 3 java algorithm time-complexity
据我所知它是 O(n^2) 或者是?
/**
* Retains only the elements in this list that are contained in the
* specified collection. In other words, removes from this list all
* of its elements that are not contained in the specified collection.
*
* @param c collection containing elements to be retained in this list
* @return {@code true} if this list changed as a result of the call
* @throws ClassCastException if the class of an element of this list
* is incompatible with the specified collection
* (<a href="Collection.html#optional-restrictions">optional</a>)
* @throws NullPointerException if this list contains a null element and the
* specified collection does not permit null elements
* (<a href="Collection.html#optional-restrictions">optional</a>),
* or if the specified collection is null
* @see Collection#contains(Object)
*/
public boolean retainAll(Collection<?> c) {
return batchRemove(c, true, 0, size);
}
boolean batchRemove(Collection<?> c, boolean complement,
final int from, final int end) {
Objects.requireNonNull(c);
final Object[] es = elementData;
int r;
// Optimize for initial run of survivors
for (r = from;; r++) {
if (r == end)
return false;
if (c.contains(es[r]) != complement)
break;
}
int w = r++;
try {
for (Object e; r < end; r++)
if (c.contains(e = es[r]) == complement)
es[w++] = e;
} catch (Throwable ex) {
// Preserve behavioral compatibility with AbstractCollection,
// even if c.contains() throws.
System.arraycopy(es, r, es, w, end - r);
w += end - r;
throw ex;
} finally {
modCount += end - w;
shiftTailOverGap(es, w, end);
}
return true;
}
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假设我们ArrayList<T>有n元素,并且Collection<?>有r元素。
答案取决于c.contains(es[r])检查的时间,如在 的子类中实现的Collection<?>:
c是另一个ArrayList<?>,那么复杂度实际上是二次 O(n*r),因为c.contains(es[r])是 O(r)c是 aTreeSet<?>那么时间复杂度就变成 O(n*log 2 r),因为c.contains(es[r])是 O(log 2 r)c是aHashSet<?>那么时间复杂度就变成O(n),因为基于hash的c.contains(es[r])是O(1)| 归档时间: |
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