数学科学MSc / PGDip / PGCert

我们提供了从高级代数和几何到偏微分方程，概率论，随机分析和数学物理学等非常广泛的模块。借助这些，您可以定制程序以专门研究这些领域之一，或者对其中几个领域有广泛的了解。这使您可以为项目和论文模块建立所需的背景，从而有机会在该领域的领先专家的监督下，对所选主题进行深入的研究。
This programme offers you the opportunity to specialise in a broad range of areas across pure and applied mathematics and theoretical physics.IntroductionMathematics is a beautiful and diverse subject. It underpins a wide range of disciplines, from physical sciences to social science, from biology to business and finance. The further your study of mathematics progresses, the more fascinating it becomes.The University of Liverpool has a large Mathematical Sciences department with highly qualified staff, a first-class reputation in teaching and research, and a friendly, supportive environment. We use mixed approaches to teaching and assessment, taking the best from traditional lectures, tutorials and assignments, and modern methods such as interactive learning sessions, video content and online assessment. Our programmes are designed with the needs of employers in mind to give you a solid foundation from which you may take your career in whatever direction you choose.Our Mathematical Sciences MSc programme allows students to specialise in a broad range of areas across pure and applied mathematics and theoretical physics. It includes project work worth 105 credits, helping students develop independent working and research skills, highly valued by employers and essential for gaining entry to PhD programmes.Who is this course forThe programme is suitable for graduates in mathematics and closely related subjects, who are seeking the opportunity to further develop their understanding of the subject. It is available to both full-and part-time students.What you'll learnStudents can choose from a range of taught modules in the following areas:Advanced mathematical methodsAlgebraic geometryDynamical systemsFundamental particle physicsMathematical biologySingularity theorySolid mechanicsStochastic analysisString theoryWave propagation and scattering.The range of possibilities grows even wider when you reach the dissertation modules, as you then have the opportunity to work with one of the expert supervisors in our department, on the mathematical topic that interests you the most.