MATLAB (Matrix Laboratory) is a specialized programming language and environment designed for numerical computations, matrix operations, and data visualization, making it widely used in mathematical and scientific fields.

Formal languages in mathematics provide a rigorous and unambiguous framework for expressing mathematical concepts, enabling precise reasoning and the construction of proofs.

Formal languages are often defined using set theory, which provides a foundation for describing and manipulating symbols and strings.

NLP techniques are used to translate mathematical texts from one language to another, enabling the dissemination of mathematical knowledge across linguistic barriers.

Video conferencing platforms have facilitated real-time communication and collaboration among mathematicians, enabling them to share ideas, present research, and conduct virtual conferences.

Mathematical software is used for a wide range of tasks in scientific research, including data analysis, visualization, simulation, and optimization.

Computational complexity theory studies the efficiency and limitations of algorithms, which are mathematical procedures for solving problems.

Computational linguistics aims to develop techniques for automating mathematical proofs, reducing the need for manual verification and potentially leading to new discoveries.

Information theory, which studies the quantification and transmission of information, is closely related to the mathematical concept of entropy.

Mathematical language provides a precise and abstract framework for describing and manipulating concepts, enabling the development of new technologies with a solid theoretical foundation.

AI draws upon various mathematical concepts, including logic, probability, algorithms, and optimization, to develop intelligent systems.

Mathematical modeling involves creating mathematical representations of real-world systems to simplify, analyze, make predictions, optimize solutions, and visualize data.

Cryptography, which involves securing information, relies heavily on number theory, particularly prime numbers and modular arithmetic.

Mathematical language provides a clear, precise, universal, and abstract means of communicating scientific discoveries, enabling researchers to share their findings with colleagues worldwide.

Fractals, which exhibit self-similarity at different scales, are closely related to the mathematical concept of geometry.