Properties Of Relational Decomposition In Dbms

In Database Management Systems (DBMS) relational decomposition is a crucial concept used to break down a large relation into smaller more manageable relations without losing essential data. This process ensures database normalization which eliminates redundancy and improves efficiency.

For a decomposition to be effective and lossless it must satisfy specific properties. In this topic we will explore the key properties of relational decomposition in DBMS and their importance in database design.

What Is Relational Decomposition?

Relational decomposition refers to the process of splitting a relation (table) into multiple smaller relations while preserving the original data and functional dependencies.

This technique is used to:
✔ Improve database organization
✔ Reduce data redundancy
✔ Maintain data integrity
✔ Enhance query performance

However decomposition must be done carefully to avoid data loss dependency violations or inefficient queries. To ensure correctness certain properties must be maintained.

Key Properties of Relational Decomposition

When decomposing a relation it is essential to maintain three fundamental properties:

  1. Lossless Join Property
  2. Dependency Preservation Property
  3. Redundancy Minimization

Each of these properties plays a critical role in ensuring that the decomposed relations can still function correctly without compromising the database structure.

1. Lossless Join Property

The lossless join property ensures that when we decompose a relation into two or more smaller relations we can reconstruct the original relation without losing any data.

Why Is Lossless Join Important?

✔ Prevents data loss when combining tables
✔ Ensures data integrity
✔ Reduces data anomalies

Conditions for Lossless Join

A decomposition R → {R1 R2} is lossless if:

  • The intersection of R1 and R2 contains a superkey of the original relation R.
  • Functional dependencies ensure that the original relation can be recreated.

Example of Lossless Join

Consider a relation STUDENT (Student_ID Name Course Instructor).

If we decompose it into:
STUDENT_INFO (Student_ID Name)
COURSE_DETAILS (Student_ID Course Instructor)

We can still reconstruct the original relation by joining Student_ID from both tables. This ensures a lossless decomposition.

2. Dependency Preservation Property

The dependency preservation property ensures that all functional dependencies (FDs) from the original relation are still enforceable in the decomposed relations without requiring a costly join operation.

Why Is Dependency Preservation Important?

✔ Ensures data consistency
✔ Reduces query complexity
✔ Avoids costly joins in queries

Conditions for Dependency Preservation

  • The union of functional dependencies in the decomposed tables should be equivalent to the functional dependencies of the original relation.
  • Each functional dependency should be enforceable within at least one of the decomposed tables.

Example of Dependency Preservation

Consider a relation EMPLOYEE (Emp_ID Name Department Manager) with functional dependencies:
Emp_ID → Name Department
Department → Manager

If we decompose it into:
EMPLOYEE_INFO (Emp_ID Name Department)
DEPARTMENT_INFO (Department Manager)

The original functional dependencies are preserved in these two relations ensuring dependency preservation.

3. Redundancy Minimization

A well-designed decomposition should eliminate redundancy to reduce data duplication and storage requirements.

Why Is Redundancy Minimization Important?

Reduces data storage costs
Improves query performance
Prevents update anomalies

How to Minimize Redundancy?

  • Apply normalization techniques (1NF 2NF 3NF BCNF).
  • Ensure functional dependencies do not lead to excessive duplication of data.
  • Avoid unnecessary repetition of attributes in multiple tables.

Example of Redundancy

Consider a relation PRODUCT (Product_ID Name Category Supplier Supplier_Address).

If multiple products come from the same supplier the Supplier and Supplier_Address details will be repeated multiple times.

By decomposing into:
PRODUCT_INFO (Product_ID Name Category Supplier_ID)
SUPPLIER_INFO (Supplier_ID Supplier Supplier_Address)

We minimize data redundancy while maintaining a lossless and dependency-preserving decomposition.

Challenges in Relational Decomposition

While decomposition helps in organizing data efficiently it also comes with certain challenges:

Increased Number of Joins: Retrieving data may require more joins affecting query performance.
Complex Dependency Management: Functional dependencies must be carefully managed.
Potential Data Redundancy: Incorrect decomposition may lead to unnecessary duplication.

To overcome these challenges proper normalization techniques must be applied and functional dependencies must be carefully analyzed.

Best Practices for Relational Decomposition

To ensure an optimal database design follow these best practices:

Ensure lossless decomposition – Always check if the original relation can be reconstructed.
Preserve functional dependencies – Avoid unnecessary joins that may affect query performance.
Minimize redundancy – Use normalization techniques to eliminate duplicate data.
Optimize query performance – Balance decomposition to avoid excessive joins.

By following these principles a well-structured relational database can be designed for better efficiency consistency and maintainability.


Relational decomposition in DBMS is a fundamental process in database design ensuring that relations are organized efficiently while maintaining data integrity.

To achieve an effective decomposition it must satisfy the following key properties:
Lossless Join Property – Ensuring that the original relation can be reconstructed without data loss.
Dependency Preservation Property – Maintaining functional dependencies without requiring costly joins.
Redundancy Minimization – Reducing duplicate data to optimize storage and query performance.

By applying these principles database designers can create optimized efficient and well-structured databases that support high-performance data retrieval and consistency.