理学士（荣誉）数学和物理学

数学是物理学的语言，两者紧密相连。它是描述物理理论以及表达力场，物质和光之间复杂的数学关系的方法。高级数学着眼于微积分，代数，概率，分析，理论和建模，为您在数学的高级应用中打下坚实的基础。这些直接适用于许多新的工业4.0应用程序和传统业务领域，这些领域正在不断发展并需要数学和物理的新应用程序。对于在现代物理学前沿工作的物理学家，非常需要能够理解先进的数学技术，以将其应用于高增长应用领域中的最新行业需求。
There has never been a more exciting time to study Mathematics and Physics. Our 4th Industry Revolution is bringing incredibly exciting innovations. Traditionally Mathematics supported design of roads, aeroplanes, pharmaceuticals, renewables, meteorology, banking, statistics, and more. Combined with Physics you can innovate in signal processing (IOT), medical devices, instrumentation, software, quantum technologies, autonomous vehicles, quantum computing, artificial intelligence and more.<br><br>Mathematics is the language of physics and the two are very closely connected. It is the means by which theories of Physics are described and how the complex mathematical relations between force fields, matter and light are expressed. Advanced Mathematics looks at Calculus, Algebra, Probability, Analysis, Theories, and Modelling to give you a solid grounding in advanced applications of Mathematics. These are directly applicable to a lot of new Industry 4.0 applications and traditional areas of business which are now evolving and requiring new applications of Mathematics and Physics.<br><br>For Physicists working at the frontiers of modern physics, there is a great need to be able to understand advanced mathematical techniques to apply to the latest industry needs in high growth application areas. The subject is so diverse it can apply to the theoretical and the physical such as Quantum Mechanical Engineering, Optics, Electricity and Magnetism and Signal Processing, to advanced Computing. Industry 4.0 has pushed traditional computing needs into 'Big Data' and an interplay between signalling circuits, engineering and IOT behind much of our modern advances in sensor technology, smart devices and their application.