Warning: Some posts on this platform may contain adult material intended for mature audiences only. Viewer discretion is advised. By clicking ‘Continue’, you confirm that you are 18 years or older and consent to viewing explicit content.
Undeterred after three decades of looking, and with some assistance from a supercomputer, mathematicians have finally discovered a new example of a special integer called a Dedekind number.
Mathematics is full of formulas and theories that were developed without a specific application in mind, but later found to be incredibly useful in various fields. Here’s a list of some notable examples from ChatGPT :
Complex Numbers and Euler’s Formula: Initially seen as abstract and theoretical, they’re now fundamental in electrical engineering and quantum physics.
Fourier Transform: Originally developed for heat transfer problems, it’s now crucial in signal processing, image analysis, and quantum physics.
Non-Euclidean Geometry: Once considered purely theoretical, it’s essential in the theory of relativity and global positioning systems (GPS).
Group Theory: Developed as a part of abstract algebra, it’s now instrumental in physics, chemistry (especially crystallography), and cryptography.
Graph Theory: Originating from a recreational math problem, it’s now key in computer science, network analysis, and biology.
Number Theory: Initially pursued for its intellectual challenge, it’s fundamental in modern cryptography, like RSA encryption.
Calculus of Variations: Beginning as a mathematical curiosity, it’s now used in physics, economics, and engineering to solve optimization problems.
Riemannian Geometry: Originally abstract in nature, it’s crucial in general relativity and the description of spacetime.
Boolean Algebra: Developed from logic studies, it’s the backbone of digital circuit design and computer science.
Set Theory and Cantor’s Diagonal Argument: Seemingly abstract concepts, they’re now foundational in computer science and logic.
Mathematics is full of formulas and theories that were developed without a specific application in mind, but later found to be incredibly useful in various fields. Here’s a list of some notable examples from ChatGPT :
Complex Numbers and Euler’s Formula: Initially seen as abstract and theoretical, they’re now fundamental in electrical engineering and quantum physics.
Fourier Transform: Originally developed for heat transfer problems, it’s now crucial in signal processing, image analysis, and quantum physics.
Non-Euclidean Geometry: Once considered purely theoretical, it’s essential in the theory of relativity and global positioning systems (GPS).
Group Theory: Developed as a part of abstract algebra, it’s now instrumental in physics, chemistry (especially crystallography), and cryptography.
Graph Theory: Originating from a recreational math problem, it’s now key in computer science, network analysis, and biology.
Number Theory: Initially pursued for its intellectual challenge, it’s fundamental in modern cryptography, like RSA encryption.
Calculus of Variations: Beginning as a mathematical curiosity, it’s now used in physics, economics, and engineering to solve optimization problems.
Riemannian Geometry: Originally abstract in nature, it’s crucial in general relativity and the description of spacetime.
Boolean Algebra: Developed from logic studies, it’s the backbone of digital circuit design and computer science.
Set Theory and Cantor’s Diagonal Argument: Seemingly abstract concepts, they’re now foundational in computer science and logic.