2010: Dashiell Kolbe
... multidimensional NDDS index to derive the probability of encountering new neighbors within specific regions of the index. This probability is used to develop a new search ordering heuristic. Our experiments demonstrate that our nearest neighbor algorithm is efficient in finding nearest neighbors in ...
... multidimensional NDDS index to derive the probability of encountering new neighbors within specific regions of the index. This probability is used to develop a new search ordering heuristic. Our experiments demonstrate that our nearest neighbor algorithm is efficient in finding nearest neighbors in ...
4. towards a theory of copying
... Work), where it is argued that they stayed largely within the margins of paper. Subtext is an experiment to develop a paper-free medium of programming, one designed for usability. In this medium the representation of a program is the same thing as its execution. Aligning syntax and semantics narrow ...
... Work), where it is argued that they stayed largely within the margins of paper. Subtext is an experiment to develop a paper-free medium of programming, one designed for usability. In this medium the representation of a program is the same thing as its execution. Aligning syntax and semantics narrow ...
Subtext: Uncovering the Simplicity of Programming
... Work), where it is argued that they stayed largely within the margins of paper. Subtext is an experiment to develop a paper-free medium of programming, one designed for usability. In this medium the representation of a program is the same thing as its execution. Aligning syntax and semantics narrow ...
... Work), where it is argued that they stayed largely within the margins of paper. Subtext is an experiment to develop a paper-free medium of programming, one designed for usability. In this medium the representation of a program is the same thing as its execution. Aligning syntax and semantics narrow ...
Linked lists
... Insert and remove can be expensive (a lot of copies) if we don’t want to leave holes in the middle of the array. Continuous memory for easy index Dynamic arrays Limitations: Capacity is dynamic, memory still may not be fully utilized, but better than static arrays. Insert and remove can ...
... Insert and remove can be expensive (a lot of copies) if we don’t want to leave holes in the middle of the array. Continuous memory for easy index Dynamic arrays Limitations: Capacity is dynamic, memory still may not be fully utilized, but better than static arrays. Insert and remove can ...
DATA STRUCTURES WITH C/C++ LABORATORY
... succeeding node is stored in that field. The link field of last node contains a special value known as NULL which is shown using a diagonal line pictorially. This NULL pointer is used to signal the end of a list. The basic operations of linked lists are Insertion, Deletion and Display. A list is a d ...
... succeeding node is stored in that field. The link field of last node contains a special value known as NULL which is shown using a diagonal line pictorially. This NULL pointer is used to signal the end of a list. The basic operations of linked lists are Insertion, Deletion and Display. A list is a d ...
GUITAR: Piecing Together Android App GUIs from Memory Images
... leaf TreeNode. A single drawing function may create multiple draw ops and store them in one or more leaves. Thus, whenever the app is visible, a GUI tree of parent TreeNodes (describing relative geometric positions and screen layout hierarchy) and leaf TreeNodes (containing actual graphical draw ops ...
... leaf TreeNode. A single drawing function may create multiple draw ops and store them in one or more leaves. Thus, whenever the app is visible, a GUI tree of parent TreeNodes (describing relative geometric positions and screen layout hierarchy) and leaf TreeNodes (containing actual graphical draw ops ...
Recursive Data Structure Profiling
... directed graph corresponding to an array of trees with both the tree nodes and the array node. The nodes labeled T are the tree nodes and the node labeled A is the array node that was created dynamically. Instead of treating this whole graph as a single entity, we want to separate the different inst ...
... directed graph corresponding to an array of trees with both the tree nodes and the array node. The nodes labeled T are the tree nodes and the node labeled A is the array node that was created dynamically. Instead of treating this whole graph as a single entity, we want to separate the different inst ...
Represent the given sparse matrix using Linked List
... Assign value to q(rear) and increment the rear, else Display as queue if full if (front=rear) then print front value of queue and increment front Else Display as queue is empty 6. if (rear=0) then assign front to I and write q[i]. Else Display as queue is empty 7. Go to step 3 8. stop Logical Descri ...
... Assign value to q(rear) and increment the rear, else Display as queue if full if (front=rear) then print front value of queue and increment front Else Display as queue is empty 6. if (rear=0) then assign front to I and write q[i]. Else Display as queue is empty 7. Go to step 3 8. stop Logical Descri ...
Orthogonal Range Searching
... Internal nodes of a Kd-tree correspond to rectangular regions of the plane which can be unbounded on one or more sides. Such regions are bounded by splitting lines stored at ancestors of the internal nodes. region (root (T )) is the whole plane. A point is stored in a subtree rooted at a node v iff ...
... Internal nodes of a Kd-tree correspond to rectangular regions of the plane which can be unbounded on one or more sides. Such regions are bounded by splitting lines stored at ancestors of the internal nodes. region (root (T )) is the whole plane. A point is stored in a subtree rooted at a node v iff ...
A Fully Retroactive Priority Queues
... to be performed not only in the present but also in the past. They provided an implementation of a O( m log m)-time fully retroactive priority queue and posed as an open question whether a polylog-time implementation can be constructed [Demaine et al. 2007]. In this paper, we answer this open questi ...
... to be performed not only in the present but also in the past. They provided an implementation of a O( m log m)-time fully retroactive priority queue and posed as an open question whether a polylog-time implementation can be constructed [Demaine et al. 2007]. In this paper, we answer this open questi ...
... store keys in the nodes of a binary search tree to be able to branch left or right depending on the outcome of a comparison. An important observation is that nothing demands that a node should store its own key explicitly. All that is required is that whenever the function associated with that node ...
Indexing and Hashing
... ! Search keys in nonleaf nodes appear nowhere else in the Btree; an additional pointer field for each search key in a nonleaf node must be included. ! Generalized B-tree leaf node ...
... ! Search keys in nonleaf nodes appear nowhere else in the Btree; an additional pointer field for each search key in a nonleaf node must be included. ! Generalized B-tree leaf node ...
pdf-1
... ! Search keys in nonleaf nodes appear nowhere else in the Btree; an additional pointer field for each search key in a nonleaf node must be included. ! Generalized B-tree leaf node ...
... ! Search keys in nonleaf nodes appear nowhere else in the Btree; an additional pointer field for each search key in a nonleaf node must be included. ! Generalized B-tree leaf node ...
Quadtree
A quadtree is a tree data structure in which each internal node has exactly four children. Quadtrees are most often used to partition a two-dimensional space by recursively subdividing it into four quadrants or regions. The regions may be square or rectangular, or may have arbitrary shapes. This data structure was named a quadtree by Raphael Finkel and J.L. Bentley in 1974. A similar partitioning is also known as a Q-tree. All forms of quadtrees share some common features: They decompose space into adaptable cells Each cell (or bucket) has a maximum capacity. When maximum capacity is reached, the bucket splits The tree directory follows the spatial decomposition of the quadtree.