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Master the art of Dynamic Programming

Master dynamic programming! Learn a step-by-step approach to solve complex problems efficiently. Boost your coding skills with this practical guide.

4.3(690)
5,787students
4h 27m
Certificate
Ajay Prakash
Ajay PrakashSenior software engineer in silicon valley

Course Content

Master the art of Dynamic Programming is an all-levels Udemy course taught by Ajay Prakash. It runs 4h 27m, is taught in English, and includes a certificate of completion. Learners rate it 4.3 out of 5 from 690 reviews, with 5,787 students enrolled. It is a paid course, last updated July 2019.

Master Dynamic Programming: Conquer Coding Interviews & Solve Complex Problems

Dynamic programming isn't just a programming technique; it's a skill – an art, really! You'll find dynamic programming problems are consistently among the toughest questions asked in coding interviews. But fear not! Once you grasp the core theory and learn a few key tricks, these problems become surprisingly approachable. Many dynamic programming problems share common patterns. Identifying these patterns is the key to unlocking efficient solutions.

This course provides a comprehensive guide to dynamic programming, equipping you with the tools to excel in technical interviews and tackle challenging real-world problems.

Here's what you'll learn:

  • Deep Dive into Dynamic Programming Theory: Gain a thorough understanding of the fundamental principles behind dynamic programming.
  • Recursion & Backtracking Techniques: Explore how recursion and backtracking relate to and complement dynamic programming solutions.
  • Step-by-Step Problem Solving: Learn a structured, step-by-step approach to crafting dynamic programming solutions from scratch for any given problem.
  • 1D Dynamic Programming Mastery: Apply the step-by-step approach to solve one-dimensional dynamic programming problems with detailed, practical examples.
  • 2D & Multi-Dimensional Dynamic Programming: Expand your skills to tackle complex multi-dimensional dynamic programming problems using a proven, detailed methodology.
  • Time & Space Complexity Analysis: Develop the ability to analyze the time complexity and space complexity of both recursive and dynamic programming solutions, ensuring optimal performance.
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