Пример #1
0
        /// <summary>
        /// Add a new interval to this interval tree.
        /// Time complexity : O(d(log(n) + m)) where d is dimensions and
        /// m is the number of intervals that overlaps with this inserted interval.
        /// </summary>
        public void Insert(T[] start, T[] end)
        {
            validateDimensions(start, end);

            if (items.Contains(new Tuple <T[], T[]>(start, end)))
            {
                throw new Exception("Inteval exists.");
            }

            var currentTrees = new List <OneDimentionalIntervalTree <T> > {
                tree
            };

            for (var i = 0; i < dimensions; i++)
            {
                var allOverlaps = new List <OneDimentionalIntervalTree <T> >();

                foreach (var tree in currentTrees)
                {
                    //insert in current dimension
                    tree.Insert(new OneDimentionalInterval <T>(start[i], end[i], defaultValue));

                    //get all overlaps
                    //and insert next dimension value to each overlapping node
                    var overlaps = tree.GetOverlaps(new OneDimentionalInterval <T>(start[i], end[i], defaultValue));
                    foreach (var overlap in overlaps)
                    {
                        allOverlaps.Add(overlap.NextDimensionIntervals);
                    }
                }

                currentTrees = allOverlaps;
            }

            items.Add(new Tuple <T[], T[]> (start, end));

            Count++;
        }
Пример #2
0
        /// <summary>
        /// Does this interval overlap with any interval in this interval tree?
        /// </summary>
        private List <Tuple <T[], T[]> > getOverlaps(OneDimentionalIntervalTree <T> currentTree,
                                                     T[] start, T[] end, int dimension)
        {
            var nodes = currentTree.GetOverlaps(new OneDimentionalInterval <T>(start[dimension], end[dimension], defaultValue));

            if (dimension + 1 == dimensions)
            {
                var result = new List <Tuple <T[], T[]> >();

                foreach (var node in nodes)
                {
                    var fStart = new T[dimensions];
                    var fEnd   = new T[dimensions];

                    fStart[dimension] = node.Start;
                    fEnd[dimension]   = node.End[node.MatchingEndIndex];

                    var thisDimResult = new Tuple <T[], T[]>(fStart, fEnd);

                    result.Add(thisDimResult);
                }

                return(result);
            }
            else
            {
                var result = new List <Tuple <T[], T[]> >();

                foreach (var node in nodes)
                {
                    var nextDimResult = getOverlaps(node.NextDimensionIntervals, start, end, dimension + 1);

                    foreach (var nextResult in nextDimResult)
                    {
                        nextResult.Item1[dimension] = node.Start;
                        nextResult.Item2[dimension] = node.End[node.MatchingEndIndex];

                        result.Add(nextResult);
                    }
                }

                return(result);
            }
        }