'Single rotation' presentation slideshows

CSE 332 Data Abstractions: A Heterozygous Forest of AVL, Splay, and B Trees

1.6k views • 122 slides

AVL-Trees (Part 1)

1.25k views • 99 slides

7 th Grade Item Specs Geometry Standards

7 th Grade Item Specs Geometry Standards. Geometry Standard 7. 1A) Does the figure show the reflection of triangle MPN across the x-axis? Yes No. Geometry Standard 7. 1B) Does the figure show the reflection of triangle MPN across the x-axis? Yes No. Geometry Standard 7.

657 views • 57 slides

Balanced Trees

620 views • 54 slides

Ch4c

Ch4c. AVL trees, Splay trees, tries. 6. 3. 8. 6. 1. 10. 1. 10. 10. 1. 2. 2. 5. 5. 5. 2. 7. 7. 7. 9. 3. 8. 3. 9. 8. 11. 11. Rotations of trees. 9. 6. 11. Rotation to change shape One side gets taller, the other shrinks. Randomized BST.

601 views • 44 slides

AVL Trees

AVL Trees. CSE 373 Data Structures Lecture 8. Readings. Reading Section 4.4, . Binary Search Tree - Best Time. All BST operations are O(d), where d is tree depth minimum d is for a binary tree with N nodes What is the best case tree? What is the worst case tree?

680 views • 43 slides

Special Purpose Trees: Tries and Height Balanced Trees

499 views • 39 slides

AVL Tree

AVL Tree. AVL Trees. Pencarian node pada unbalanced Binary Search Trees adalah tidak efisien . Worst case: operations take O(n). AVL ( Adelson-Velskii & Landis) trees adalah BST yang diseimbangkan

588 views • 35 slides

Optimal Economic rotation for Even-Aged Stands

Optimal Economic rotation for Even-Aged Stands. Lab Wednesday!!!. Computer lab in JOUR106 Completing our activity will be the homework for that week (due the following Thursday). Introduction. Optimal economic rotation is a classic problem in resource economics

425 views • 31 slides

AVL Trees

AVL Trees. CSE, POSTECH. Balanced Binary Search Trees. If the height of a binary tree is always O(log n), we can guarantee O(log n) performance for each search tree operation Trees with a worst-case height of O(log n) are called balanced trees

616 views • 29 slides

Balanced Binary Search Tree

Balanced Binary Search Tree. Worst case height of binary search tree: N-1 Insertion, deletion can be O(N) in the worst case We want a tree with small height Height of a binary tree with N node is at least O (log N) Complete binary tree has height log N.

485 views • 26 slides

Welcome to CIS 068 !

Welcome to CIS 068 !. Lesson 12: Data Structures 3 Trees. Overview. Binary Trees Complete Trees Heaps Binary Search Trees Balanced Trees. Definitions. root. Node 0 is ancestor of all other nodes Nodes 1-6 are descendants of node 0. Node 0. Node 1,2,3 are children of root.

339 views • 26 slides

AVL-Trees

COMP171 Fall 2005. AVL-Trees. Balanced binary tree. The disadvantage of a binary search tree is that its height can be as large as N-1 This means that the time needed to perform insertion and deletion and many other operations can be O(N) in the worst case We want a tree with small height

1.23k views • 24 slides

AVL-Trees

AVL-Trees. Rizwan Rehman Centre for Computer Studies Dibrugarh University. Balanced binary tree. The disadvantage of a binary search tree is that its height can be as large as N-1

345 views • 24 slides

AVL Trees

5. 3. 7. 1. 2. 8. AVL Trees. Binary Search Tree. Binary search tree, using simple insert and delete procedures the tree is nearly balance add - fast O(log n) delete a target - fast O(log n) search - fast O(log n)

358 views • 18 slides

Net Present Value (NPV) for a Single Rotation

Net Present Value (NPV) for a Single Rotation. NPV may include the initial cost of land and land value at time r where, N t = net cash flow in year t ( R t - C t ) R t = revenue in year t C t = expenditure year t n = r = rotation length i = discount rate.

266 views • 13 slides

Rotations

Rotations. Space coordinates are an inertial system. Fixed in space. Body coordinates are a non-inertial system. Move with rigid body. Space and Body. x 3. x 3. x 2. x 2. x 1. x 1. A linear transformation connects the two coordinate systems. The rotation can be expressed as a matrix.

209 views • 9 slides

Additional Tree Traversal Example #1

190 views • 8 slides

Soil Expectation Value (SEV)

Soil Expectation Value (SEV). Financial criteria used to make even-aged timber management decisions. Simply the year zero value of a perpetual series of even-aged rotations Also known as Faustman formula. Net Present Value (NPV) for a Single Rotation.

524 views • 5 slides

Soil Expectation Value (SEV)

Soil Expectation Value (SEV). Financial criteria used to make even-aged timber management decisions. Simply the year zero value of a perpetual series of even-aged rotations Also known as Faustman formula. Net Present Value (NPV) for a Single Rotation.

593 views • 5 slides