What is Normalization?
Normalization is a process in database design that helps eliminate data redundancy and improve data integrity by organizing data into well-structured relations (tables) with minimal redundancy. It is a set of rules and guidelines that ensure data is stored efficiently and avoids anomalies during data manipulation.
The primary goal of normalization is to eliminate or minimize data duplication and ensure that each piece of data is stored in only one place. By doing so, normalization reduces the chances of data inconsistencies and anomalies, such as update anomalies, insertion anomalies, and deletion anomalies.
There are several levels or forms of normalization, known as Normal Forms (NF), which define progressive stages of data organization. The most commonly used normal forms are:
First Normal Form (1NF): It ensures that each column in a table contains only atomic values (indivisible values) and there are no repeating groups of columns. Each row should be uniquely identifiable.
Second Normal Form (2NF): In addition to meeting the requirements of 1NF, it addresses partial dependencies. It means that all non-key attributes in a table should depend on the entire primary key, not just part of it.
Third Normal Form (3NF): In addition to meeting the requirements of 2NF, it addresses transitive dependencies. It means that non-key attributes should not depend on other non-key attributes within the same table.
There are also higher normal forms such as Boyce-Codd Normal Form (BCNF), Fourth Normal Form (4NF), and Fifth Normal Form (5NF). These higher forms deal with more complex dependencies and further eliminate data redundancies.
Normalization is important because it improves data integrity, reduces data duplication, and enhances database performance by eliminating redundant storage and optimizing data access patterns. It also simplifies database maintenance and updates, as changes are typically required in fewer places.
It's important to note that normalization is not always applied blindly. In some cases, denormalization techniques may be used to optimize performance in specific scenarios where trade-offs between redundancy and performance are necessary. The level of normalization applied depends on the specific requirements and characteristics of the application and its data.