I've implemented a circular buffer using a fixed-length array. In order to point to the start of valid data, I use an index (_startIndex). Similarly, in order to point to the end of valid data, I use another index (_endIndex). Below is an example.
9 8 7 6 5 4 3 2 1 0 <-- array indices
3 2 1 0 5 4 <-- buffer indices
-----------------------------------------
| | | | | | | | | | |
-----------------------------------------
^ ^
_startIndex _endIndex
Now I need to rearrange the elements of this buffer: the smallest element should be moved to position 0 of the buffer, while the largest element should be moved to position 5 of the buffer.
My idea is based on the following method.
int GetArrayIndex(int bufferIndex)
{
return (_startIndex + bufferIndex) % LENGTH;
// LENGTH is the length of the array
}
In this way, the sorting algorithm could read the buffer sequentially, using the above method, without therefore having to be aware that the buffer consists of two non-contiguous portions of the same array. Are there better ways to sort a circular buffer?
If you want to do an in-place sort, then you should compress the buffer first. That is, make it one contiguous block from index 0 to index 5.
Then you can call the Array.Sort(T[], index, length) overload to sort that portion of the array.
You can move the items with a single operation, once you figure out what to move, and where.
There are three cases:
start_index == 0: No movement needed
start_index < end_index: Number of items to move is (end_index - start_index + 1). Move items from start_index through end_index to positions '0' through 'count-1'
start_index > end_index: There is a "hole" in the array (as you've shown). You need to move items from start_index through the end of the array to position array.length - start_index - count.
Once you figure out the source and destination positions, you can call Buffer.BlockCopy to move the items.
I should note that, after the move and sort is done, you can set start_index to 0, and end_index to count-1. Or, if you really want the buffer to be in the same state it was in before (just with re-ordered items), you can move things back using the same kind of logic I described above. Why you'd want to do that is unclear.
If you love us? You can donate to us via Paypal or buy me a coffee so we can maintain and grow! Thank you!
Donate Us With