This cluster focuses on the intersection of mathematics with other fields like data science and programming, featuring articles discussing essential mathematics for programming, matrix applications in data science, computer vision explained using simple math and the relationship between data science and math. These topics emphasize the practical applications and importance of mathematical concepts in technology and related fields.
This cluster highlights the recent progress in quantum research, specifically quantum geometry, quantum teleportation, and the application of quantum computing in material simulation. This illustrates the growing importance of quantum mechanics in theoretical physics and practical applications in materials science.
This cluster centers around mathematical concepts in various applications like plant growth and its relation to spirals (Fibonacci series) as seen in nature and the mathematical properties of quaternions for spherical trigonometry. It connects abstract math to real-world phenomena and other areas of science. It also includes discussion on math concepts like ‘face value and place value’.