Data Structures: An Overview
Advantages of Data Structures:
1. Organising Data: Data structures provide a systematic way to organise data, making it easier to manage and access.
2. Efficient Data Retrieval: They facilitate efficient data retrieval and manipulation, which can improve the performance of applications.
3. Easy Data Access: Well-designed data structures allow for quick access to data, reducing the time and effort required to perform operations.
Disadvantages of Data Structures:
1. Complexity: Some data structures can be complex to implement and manage, requiring a deep understanding of their operations and limitations.
2. Overhead: Certain data structures may introduce additional overhead in terms of memory and processing, especially when not used appropriately.
Data Structures Diagram
Types of Data Structures:
Data structures are broadly categorised into two main types: linear and non-linear.
1. Linear Data Structures:
Definition: In linear data structures, data elements are arranged sequentially, one after another.
Types
Static Data Structures: These have a fixed size once allocated. For example, an array stores data in a sequential order, and the size cannot be changed after initialization.
Dynamic Data Structures: These allow for dynamic resizing according to requirements. Examples include:
Linked List: Consists of nodes where each node points to the next using pointers, allowing for dynamic size adjustments.
Stack: Follows the Last In, First Out (LIFO) principle, where elements are added and removed from the top.
Queue: Adheres to the First In, First Out (FIFO) principle, where elements are added at the rear and removed from the front.
Types of Data Structures Chart
2. Non-linear Data Structures:
Definition: In non-linear data structures, data elements are arranged in a hierarchical or interconnected manner rather than sequentially.
Types
Trees: A hierarchical structure with a root element and multiple child elements. Each node can have zero or more child nodes.
Graphs: Consists of nodes (vertices) connected by edges. Graphs can represent various relationships and are useful for modelling complex networks.
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