Pure maths
Pure mathematics explores the fundamental principles of numbers, structures, logic and abstract relationships. Although often developed without immediate practical applications, it forms the theoretical foundation upon which much of modern science, engineering and technology is built.
Applied maths
Applied mathematics uses mathematical methods to solve real-world problems. From finance and engineering to computer science and physics, it transforms abstract theory into practical models, predictions and solutions.
Statistics
Statistics is the science of collecting, analysing and interpreting data. It helps us measure uncertainty, identify meaningful patterns and make informed decisions based on evidence rather than assumption.
Applied Mathematics
Applied maths takes the principles developed in pure maths and uses them to solve practical problems. While pure maths seeks to understand abstract ideas
and logical structures, applied maths focuses on modelling real-world systems, making predictions and finding efficient solutions. It acts as the bridge
between mathematical theory and everyday applications.
The influence of applied maths extends across almost every industry. Engineers use it in design. Economists and financial analysts build models to
understand markets and assess risk. Scientists study climate, disease spread, population growth and the behaviour of the physical universe.
Applied maths demonstrates that even the most abstract mathematical ideas can have profound practical value. Many breakthroughs in technology have
emerged by taking concepts developed in pure maths and adapting them to solve real-world challenges. Typically, engineering problems such as the load
on a bridge or infectious deseases that spread in a population such as COVID 19 or Smallpox - which has since been eradicated.
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