Types of Trees in Data Structure Explained Including Properties and Applications In the context of data science, the term “tree” means the hierarchical structure of available data. The nonlinear framework consists of nodes linked by edges. Several sets of data structures operate upon a linear structure of data. If you want to learn all about data structures to excel in your data analytics or data science career, the best thing to do is pursue a data science certification course from a reputable institution. Apply for the Certificate in Data Science and Analytics for Business - Shiv Nadar University to improve your understanding of the concept and applications of data structure trees. With suitable guidance, you can enhance your skills in data analytics and build a successful career. Why Is It Necessary to Define Trees in Data Structure? There is a notable problem with the data structures that are linear. Here, when there is an increase in the size of the data, the complexity of the whole data structure rises simultaneously. In contrast, tree data structure allows a faster approach to the collected data because of its nonlinear structure. To further understand how to evaluate trees in a data structure, opt for the Certificate in Data Science and Analytics for Business - Shiv Nadar University. Enroll as soon as possible to expedite your career! Types of Trees in Data Structure While training in data science, you will learn about four types of trees in the data structure. They are broken into categories in terms of nodes, linearity, and variation. Let us understand the four types of nodes that you will study in the best courses for data analytics. \t Binary Tree A binary tree has structural composition where every parent node available in the data set has two different child nodes. A child node is a descendant of a node and carries similar properties. Note that a node in this tree can either stay separate and not have any nodes or have two nodes in total. The properties of a binary tree are as follows. \tThe highest number of nodes that this tree can have at any level of categorization is two. \tIn total, the tree can only have four levels. Therefore, the maximum nodes possible here are 14, all belonging to one parent node. \tThe minimum nodes at height h that can practically exist h + 1. \tThe maximum nodes at height h that can practically exist (20 + 21 + 22 + … 2h 2h + 1) The binary tree can further be subdivided into different versions, such as, \tFull binary tree \tPerfect binary tree \tComplete binary tree \tPathological or degenerate tree \tSkewed tree \tBalanced tree Join the best course to get a data analysis certificate and learn about all small aspects of data structure. Talk to us if you have any questions regarding the versions available, and apply for the Certificate in Data Science and Analytics for Business - Shiv Nadar University! \t Binary Search Tree A binary search tree often defines itself as nonlinear. In this tree structure, a single node breaks into several nodes that spread apart like branches. Every node on this nonlinear tree can link to a maximum of two child nodes only. It gets the name of the binary search tree because the parent node here can have only two child nodes. In the binary search tree, users can search through entire nodes for a single element in 0(log(n)) processing time. \t AVL Tree One of the types of variants for a binary tree is the AVL tree. It is a combination of the binary search tree and binary tree types. Therefore, it reflects the properties of both types of trees. In the best courses for data analytics, the expert advisors would help you get a firmer grasp on this tree type. Therefore, research the course varieties available and other admission-related concerns as soon as possible! The AVL tree has a self-balancing nature in general. So, it is crucial to balance both the subtrees here carefully. To simplify, the number of nodes in both tree branches should stay the same. For accurate measurement, use the balancing factor (difference in the number of nodes between the left and right subtree). Here, the ideal value is between either 0, 1, or -1. \t B-tree A subsidiary of the binary search tree, B-tree has a more generalized structure. Another name for this is a height-balanced m-way tree. The “m” highlights the hierarchy of the data tree. Every node can have child nodes that are more than two. There can also be more than one key in a B-tree. Leaf nodes must hold an equivalent level of hierarchy. Also, the various keys stay in place according to the hierarchy of all nodes. Salary Potential in Data Analytics Career Field As a data analyst, monitoring, assessing, and interpreting the data structure is an essential function. You can expect high salary potential in this career, based on your skill and experience level. In India, the following salary structures are common. \tLess than one year experience: ₹342,291/year \tOne to four years of experience: ₹426,402/year \tFive to nine years of experience: ₹696,043/year \t10 to 19 years of experience: ₹934,951/year \t20+ years of experience: ₹1,750,000/year Get training in the Certificate in Data Science and Analytics for Business - Shiv Nadar University, focusing on complex and fundamental aspects of data science, such as trees in a data structure. Expect high career growth results afterward! Note. These are approximate figures. Conclusion Four types of trees play significant functions in running different operations and processes in a data structure. You can conduct a better-quality assessment of data with this knowledge and create insightful solutions after that. Do you want to launch a successful career as a data scientist or analyst? Begin your journey in the field now by enrolling in the Certificate in Data Science and Analytics for Business - Shiv Nadar University!