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Term: Factorization

Description:

Factorization is the process of finding the factors of a given number or polynomial. It involves breaking down the number or polynomial into its prime factors or irreducible components.

Sense 1: Mathematical Sense

In mathematics, factorization refers to the process of expressing a number or polynomial as a product of its factors. It is commonly used in algebra and number theory.

Example sentences:

1. The factorization of 24 is 2 * 2 * 2 * 3.
2. To solve the equation, we first need to perform factorization.
3. Prime factorization is an important concept in number theory.

Sense 2: Computational Sense

In computer science and computational mathematics, factorization is the decomposition of a number into its prime factors or the decomposition of a polynomial into irreducible factors.

Example sentences:

1. Efficient factorization algorithms are crucial for many cryptographic systems.
2. Large prime factorization can be computationally intensive.
3. Factorization plays a significant role in data compression techniques.

Sense 3: Local Sense

In a local context, factorization can refer to the division of a company into smaller units or divisions. It involves breaking down a business organization to enhance efficiency and focus on specific areas.

Example sentences:

1. The factorization of the company led to improved productivity in each division.
2. After the factorization, the company's sales department became an independent entity.
3. Factorization helped streamline different aspects of the organization.

Related products on Amazon:

• Factorization in Mathematics Books
• Factorization Algorithms
• Business Factorization