I have this list (List
):
[\"a\", \"b\", null, \"c\", null, \"d\", \"e\"]
And I\'d like something like this:
Here's another approach, which uses a grouping function, which makes use of list indices for grouping.
Here I'm grouping the element by the first index following that element, with value null
. So, in your example, "a"
and "b"
would be mapped to 2
. Also, I'm mapping null
value to -1
index, which should be removed later on.
List<String> list = Arrays.asList("a", "b", null, "c", null, "d", "e");
Function<String, Integer> indexGroupingFunc = (str) -> {
if (str == null) {
return -1;
}
int index = list.indexOf(str) + 1;
while (index < list.size() && list.get(index) != null) {
index++;
}
return index;
};
Map<Integer, List<String>> grouped = list.stream()
.collect(Collectors.groupingBy(indexGroupingFunc));
grouped.remove(-1); // Remove null elements grouped under -1
System.out.println(grouped.values()); // [[a, b], [c], [d, e]]
You can also avoid getting the first index of null
element every time, by caching the current min index in an AtomicInteger
. The updated Function
would be like:
AtomicInteger currentMinIndex = new AtomicInteger(-1);
Function<String, Integer> indexGroupingFunc = (str) -> {
if (str == null) {
return -1;
}
int index = names.indexOf(str) + 1;
if (currentMinIndex.get() > index) {
return currentMinIndex.get();
} else {
while (index < names.size() && names.get(index) != null) {
index++;
}
currentMinIndex.set(index);
return index;
}
};
Although the answer of Marks Stuart is concise, intuitive and parallel safe (and the best), I want to share another interesting solution that doesn't need the start/end boundaries trick.
If we look at the problem domain and think about parallelism, we can easy solve this with a divide-and-conquer strategy. Instead of thinking about the problem as a serial list we have to traverse, we can look at the problem as a composition of the same basic problem: splitting a list at a null
value. We can intuitively see quite easily that we can recursively break down the problem with the following recursive strategy:
split(L) :
- if (no null value found) -> return just the simple list
- else -> cut L around 'null' naming the resulting sublists L1 and L2
return split(L1) + split(L2)
In this case, we first search any null
value and the moment find one, we immediately cut the list and invoke a recursive call on the sublists. If we don't find null
(the base case), we are finished with this branch and just return the list. Concatenating all the results will return the List we are searching for.
A picture is worth a thousand words:
The algorithm is simple and complete: we don't need any special tricks to handle the edge cases of the start/end of the list. We don't need any special tricks to handle edge cases such as empty lists, or lists with only null
values. Or lists ending with null
or starting with null
.
A simple naive implementation of this strategy looks as follows:
public List<List<String>> split(List<String> input) {
OptionalInt index = IntStream.range(0, input.size())
.filter(i -> input.get(i) == null)
.findAny();
if (!index.isPresent())
return asList(input);
List<String> firstHalf = input.subList(0, index.getAsInt());
List<String> secondHalf = input.subList(index.getAsInt()+1, input.size());
return asList(firstHalf, secondHalf).stream()
.map(this::split)
.flatMap(List::stream)
.collect(toList());
}
We first search for the index of any null
value in the list. If we don't find one, we return the list. If we find one, we split the list in 2 sublists, stream over them and recursively call the split
method again. The resulting lists of the sub-problem are then extracted and combined for the return value.
Remark that the 2 streams can easily be made parallel() and the algorithm will still work because of the functional decomposition of the problem.
Although the code is already pretty concise, it can always be adapted in numerous ways. For the sake of an example, instead of checking the optional value in the base case, we could take advantage of the orElse
method on the OptionalInt
to return the end-index of the list, enabling us to re-use the second stream and additionally filter out empty lists:
public List<List<String>> split(List<String> input) {
int index = IntStream.range(0, input.size())
.filter(i -> input.get(i) == null)
.findAny().orElse(input.size());
return asList(input.subList(0, index), input.subList(index+1, input.size())).stream()
.map(this::split)
.flatMap(List::stream)
.filter(list -> !list.isEmpty())
.collect(toList());
}
The example is only given to indicate the mere simplicity, adaptability and elegance of a recursive approach. Indeed, this version would introduce a small performance penalty and fail if the input was empty (and as such might need an extra empty check).
In this case, recursion might probably not be the best solution (Stuart Marks algorithm to find indexes is only O(N) and mapping/splitting lists has a significant cost), but it expresses the solution with a simple, intuitive parallelizable algorithm without any side effects.
I won't digg deeper into the complexity and advantages/disadvantages or use cases with stop criteria and/or partial result availability. I just felt the need to share this solution strategy, since the other approaches were merely iterative or using an overly complex solution algorithm that was not parallelizable.
Here is code by AbacusUtil
List<String> list = N.asList(null, null, "a", "b", null, "c", null, null, "d", "e");
Stream.of(list).splitIntoList(null, (e, any) -> e == null, null).filter(e -> e.get(0) != null).forEach(N::println);
Declaration: I'm the developer of AbacusUtil.
The solution is to use Stream.collect
. To create a Collector using its builder pattern is already given as solution. The alternative is the other overloaded collect
being a tiny bit more primitive.
List<String> strings = Arrays.asList("a", "b", null, "c", null, "d", "e");
List<List<String>> groups = strings.stream()
.collect(() -> {
List<List<String>> list = new ArrayList<>();
list.add(new ArrayList<>());
return list;
},
(list, s) -> {
if (s == null) {
list.add(new ArrayList<>());
} else {
list.get(list.size() - 1).add(s);
}
},
(list1, list2) -> {
// Simple merging of partial sublists would
// introduce a false level-break at the beginning.
list1.get(list1.size() - 1).addAll(list2.remove(0));
list1.addAll(list2);
});
As one sees, I make a list of string lists, where there always is at least one last (empty) string list.
A solution with an accumulator:
As @StuartMarks points out, the combiner does not fullfill the contract for parallelism.
Due to the comment of @ArnaudDenoyelle a version using reduce
.
List<List<String>> groups = strings.stream()
.reduce(new ArrayList<List<String>>(),
(list, s) -> {
if (list.isEmpty()) {
list.add(new ArrayList<>());
}
if (s == null) {
list.add(new ArrayList<>());
} else {
list.get(list.size() - 1).add(s);
}
return list;
},
(list1, list2) -> {
list1.addAll(list2);
return list1;
});
Although there are several answers already, and an accepted answer, there are still a couple points missing from this topic. First, the consensus seems to be that solving this problem using streams is merely an exercise, and that the conventional for-loop approach is preferable. Second, the answers given thus far have overlooked an approach using array or vector-style techniques that I think improves the streams solution considerably.
First, here's a conventional solution, for purposes of discussion and analysis:
static List<List<String>> splitConventional(List<String> input) {
List<List<String>> result = new ArrayList<>();
int prev = 0;
for (int cur = 0; cur < input.size(); cur++) {
if (input.get(cur) == null) {
result.add(input.subList(prev, cur));
prev = cur + 1;
}
}
result.add(input.subList(prev, input.size()));
return result;
}
This is mostly straightforward but there's a bit of subtlety. One point is that a pending sublist from prev
to cur
is always open. When we encounter null
we close it, add it to the result list, and advance prev
. After the loop we close the sublist unconditionally.
Another observation is that this is a loop over indexes, not over the values themselves, thus we use an arithmetic for-loop instead of the enhanced "for-each" loop. But it suggests that we can stream using the indexes to generate subranges instead of streaming over values and putting the logic into the collector (as was done by Joop Eggen's proposed solution).
Once we've realized that, we can see that each position of null
in the input is the delimiter for a sublist: it's the right end of the sublist to the left, and it (plus one) is the left end of the sublist to the right. If we can handle the edge cases, it leads to an approach where we find the indexes at which null
elements occur, map them to sublists, and collect the sublists.
The resulting code is as follows:
static List<List<String>> splitStream(List<String> input) {
int[] indexes = Stream.of(IntStream.of(-1),
IntStream.range(0, input.size())
.filter(i -> input.get(i) == null),
IntStream.of(input.size()))
.flatMapToInt(s -> s)
.toArray();
return IntStream.range(0, indexes.length-1)
.mapToObj(i -> input.subList(indexes[i]+1, indexes[i+1]))
.collect(toList());
}
Getting the indexes at which null
occurs is pretty easy. The stumbling block is adding -1
at the left and size
at the right end. I've opted to use Stream.of
to do the appending and then flatMapToInt
to flatten them out. (I tried several other approaches but this one seemed like the cleanest.)
It's a bit more convenient to use arrays for the indexes here. First, the notation for accessing an array is nicer than for a List: indexes[i]
vs. indexes.get(i)
. Second, using an array avoids boxing.
At this point, each index value in the array (except for the last) is one less than the beginning position of a sublist. The index to its immediate right is the end of the sublist. We simply stream over the array and map each pair of indexes into a sublist and collect the output.
Discussion
The streams approach is slightly shorter than the for-loop version, but it's denser. The for-loop version is familiar, because we do this stuff in Java all the time, but if you're not already aware of what this loop is supposed to be doing, it's not obvious. You might have to simulate a few loop executions before you figure out what prev
is doing and why the open sublist has to be closed after the end of the loop. (I initially forgot to have it, but I caught this in testing.)
The streams approach is, I think, easier to conceptualize what's going on: get a list (or an array) that indicates the boundaries between sublists. That's an easy streams two-liner. The difficulty, as I mentioned above, is finding a way to tack the edge values onto the ends. If there were a better syntax for doing this, e.g.,
// Java plus pidgin Scala
int[] indexes =
[-1] ++ IntStream.range(0, input.size())
.filter(i -> input.get(i) == null) ++ [input.size()];
it would make things a lot less cluttered. (What we really need is array or list comprehension.) Once you have the indexes, it's a simple matter to map them into actual sublists and collect them into the result list.
And of course this is safe when run in parallel.
UPDATE 2016-02-06
Here's a nicer way to create the array of sublist indexes. It's based on the same principles, but it adjusts the index range and adds some conditions to the filter to avoid having to concatenate and flatmap the indexes.
static List<List<String>> splitStream(List<String> input) {
int sz = input.size();
int[] indexes =
IntStream.rangeClosed(-1, sz)
.filter(i -> i == -1 || i == sz || input.get(i) == null)
.toArray();
return IntStream.range(0, indexes.length-1)
.mapToObj(i -> input.subList(indexes[i]+1, indexes[i+1]))
.collect(toList());
}
UPDATE 2016-11-23
I co-presented a talk with Brian Goetz at Devoxx Antwerp 2016, "Thinking In Parallel" (video) that featured this problem and my solutions. The problem presented there is a slight variation that splits on "#" instead of null, but it's otherwise the same. In the talk, I mentioned that I had a bunch of unit tests for this problem. I've appended them below, as a standalone program, along with my loop and streams implementations. An interesting exercise for readers is to run solutions proposed in other answers against the test cases I've provided here, and to see which ones fail and why. (The other solutions will have to be adapted to split based on a predicate instead of splitting on null.)
import java.util.*;
import java.util.function.*;
import java.util.stream.*;
import static java.util.Arrays.asList;
public class ListSplitting {
static final Map<List<String>, List<List<String>>> TESTCASES = new LinkedHashMap<>();
static {
TESTCASES.put(asList(),
asList(asList()));
TESTCASES.put(asList("a", "b", "c"),
asList(asList("a", "b", "c")));
TESTCASES.put(asList("a", "b", "#", "c", "#", "d", "e"),
asList(asList("a", "b"), asList("c"), asList("d", "e")));
TESTCASES.put(asList("#"),
asList(asList(), asList()));
TESTCASES.put(asList("#", "a", "b"),
asList(asList(), asList("a", "b")));
TESTCASES.put(asList("a", "b", "#"),
asList(asList("a", "b"), asList()));
TESTCASES.put(asList("#"),
asList(asList(), asList()));
TESTCASES.put(asList("a", "#", "b"),
asList(asList("a"), asList("b")));
TESTCASES.put(asList("a", "#", "#", "b"),
asList(asList("a"), asList(), asList("b")));
TESTCASES.put(asList("a", "#", "#", "#", "b"),
asList(asList("a"), asList(), asList(), asList("b")));
}
static final Predicate<String> TESTPRED = "#"::equals;
static void testAll(BiFunction<List<String>, Predicate<String>, List<List<String>>> f) {
TESTCASES.forEach((input, expected) -> {
List<List<String>> actual = f.apply(input, TESTPRED);
System.out.println(input + " => " + expected);
if (!expected.equals(actual)) {
System.out.println(" ERROR: actual was " + actual);
}
});
}
static <T> List<List<T>> splitStream(List<T> input, Predicate<? super T> pred) {
int[] edges = IntStream.range(-1, input.size()+1)
.filter(i -> i == -1 || i == input.size() ||
pred.test(input.get(i)))
.toArray();
return IntStream.range(0, edges.length-1)
.mapToObj(k -> input.subList(edges[k]+1, edges[k+1]))
.collect(Collectors.toList());
}
static <T> List<List<T>> splitLoop(List<T> input, Predicate<? super T> pred) {
List<List<T>> result = new ArrayList<>();
int start = 0;
for (int cur = 0; cur < input.size(); cur++) {
if (pred.test(input.get(cur))) {
result.add(input.subList(start, cur));
start = cur + 1;
}
}
result.add(input.subList(start, input.size()));
return result;
}
public static void main(String[] args) {
System.out.println("===== Loop =====");
testAll(ListSplitting::splitLoop);
System.out.println("===== Stream =====");
testAll(ListSplitting::splitStream);
}
}
I was watching the video on Thinking in Parallel by Stuart. So decided to solve it before seeing his response in the video. Will update the solution with time. for now
Arrays.asList(IntStream.range(0, abc.size()-1).
filter(index -> abc.get(index).equals("#") ).
map(index -> (index)).toArray()).
stream().forEach( index -> {for (int i = 0; i < index.length; i++) {
if(sublist.size()==0){
sublist.add(new ArrayList<String>(abc.subList(0, index[i])));
}else{
sublist.add(new ArrayList<String>(abc.subList(index[i]-1, index[i])));
}
}
sublist.add(new ArrayList<String>(abc.subList(index[index.length-1]+1, abc.size())));
});