理学研究生文凭-数学

理学研究生文凭（PGDipSci）是一个为期一年的课程，以本科科学学位为基础。该文凭包括论文和研究主题，可以全日制或兼读制。它仅提供从论文入学的硕士学位。<br>从会计到生态学，无论何时需要进行定量和分析，都可以应用数学或其紧密盟友，统计学。数学提供了理解我们许多知识的符号和定量方面的语言和手段，因此许多学生将数学研究与统计学，计算机科学和/或信息科学，物理科学（例如地质，化学或物理）结合起来），应用科学（工程，测量），生物科学，社会科学（教育，心理学），商业（经济，金融）或人文科学（语言学，哲学）。而且
A short definition of Mathematics would be “the study of quantities and how they are measured, combined, related, and operated upon.We use mathematics for practical things like organising the arrival of materials on a building site in order to reduce storage; encrypting and decrypting internet messages; modelling blood flow through a damaged heart; and predicting the break-up of ice floes.These are all mathematics in action – mathematics making a real difference in the world where we live. Mathematics looks at the distribution of prime numbers, the properties of geometric figures, how dependent variables change, and what happens when you add up infinitely many terms.You build a solid foundation for analysing and understanding the mass of quantitative data that is available these days. You develop problem solving and organisational skills that are highly sought after by employers. You learn to think both logically and creatively. You discover an amazingly varied and profoundly rich science that has an intrinsic beauty. You get your mind around some of the ancient problems that have fascinated humans for centuries.<br>Career options for Mathematics graduates are much wider than you might think. Many students take jobs where mathematics is not the main focus of the business, and yet their mathematical skills are their greatest asset. That is because mathematics and the analytical and logical thinking that it teaches are vital in understanding and solving all manner of quantitative problems, from electricity generation to data compression, from weather forecasting to the study of bone density loss.Mathematics graduates, especially those with a well-rounded background in mathematical, statistical, and computer skills, have a qualification that integrates perfectly into the modern, technology-based world. Applied mathematicians are in demand wherever employers need deterministic models, for example, in seismology and the earth sciences, meteorology, the chemical and forensic industries, health, ecology and conservation, transportation and scheduling, engineering, and computing, to name a few. And for those with both applied Mathematics and Statistics, i.e. a background in both deterministic and stochastic models, one can add to the above list the areas of social science, financial services and insurance, epidemiology, quality assurance, economics, policy, government, and many others.