Dynamic Programming on Trees

Name: Dynamic Programming on Trees
Brand: Independently Published
SKU: 9798407674092
Price: 4751 HUF
Availability: InStock

Szerző: Ue Kiao, Aditya Chatterjee

Nyelv:

Kötés: Puha kötésű

Kiadó: Independently Published

Elérhetőség: Beszállítói készleten

Küldés 14-21 napon belül

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This book "Dynamic Programming on Trees" is a deep dive into applying Dynamic Programming technique...

Információk a könyvről

Szerző

Ue Kiao, Aditya Chatterjee

Nyelv

Angol

Kötés

Könyv - Puha kötésű

Kiadva

2022

oldal

142

EAN

9798407674092

Enbook ID

41493158

Kiadó

Independently Published

Súly

200

Méretek

152 x 229 x 8

Teljes leírás

This book "Dynamic Programming on Trees" is a deep dive into applying Dynamic Programming technique on Tree Data Structure based problems. On completing this book, you will have these core skills:

Strong hold on Dynamic Programming on Trees
Easily solve Dynamic Programming problems in Coding Interview

Best approach to go through this book:

Master the basics (Part 1): This part introduces you to the basics of Tree Data Structure, Dynamic Programming (DP) and how DP can be applied on Tree. Having a strong hold in this part helps you to visualize solutions.
Practice Problems on Tree DP (Part 2): Practice is a key to success for Coding Interviews, Competitive Programming and Efficient Problem Solving. Practice one problem everyday by implementing the solution on your own.
Practice Problems on Graph DP (Part 3): Tree is a restricted version of a Graph and problems in this section will take you to the next level. You will view Trees and Graphs differently.

Table of contents:

Introduction to Tree
Introduction to Dynamic Programming
Dynamic Programming on Tree
Practice Problems:
Find height of every node of Binary Tree
Find diameter of Binary Tree using height of every node
Find diameter of N-ary Binary Tree
Largest Independent Set in Binary Tree
Binary Lifting with kth ancestor
Minimum number of nodes to be deleted so that at most k leaves are left
Minimum Cost Path in 2D matrix
Maximum Cost Path in 2D matrix
Maximum average value path in a 2D matrix (Restricted)
Minimum average value path in a 2D matrix (Restricted)
Count paths from Top Left to Bottom Right of a Matrix
Minimum Cost for Triangulation of a Convex Polygon
Number of paths with k edges
Shortest Path with k edges
Vertex Cover Problem

Get started with this book and change the equation of your career.

Book: Dynamic Programming on Trees
Authors (2): Aditya Chatterjee, Ue Kiao
Published: January 2022 (Edition 1)
Publisher: OpenGenus

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Dynamic Programming on Trees

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