Mathematicians
Mathematicians conduct research in fundamental mathematics or in the application of mathematical techniques to science, management, and other fields. They solve problems in various fields using mathematical methods.
Mathematicians use numbers and symbols to address the relationships of quantities, magnitudes, and forms. They apply mathematical theories and techniques for solving practical problems in business, engineering, the sciences, or other fields; extend mathematical knowledge by researching areas, such as algebra, geometry, probability, and logic; and, develop mathematical or statistical models of phenomena used for analysis or computational simulation.
Scientist maths develop new principles and new relationships between existing mathematical principles to advance mathematical science; develop computational methods for solving problems in areas of science, engineering, business and industry; perform computations and apply methods of numerical analysis to data, and assemble sets of assumptions and explore the consequences of each set.
A mathematician job description entails maintaining knowledge in the field by reading professional journals, talking with other mathematicians, attending professional conferences, and disseminating research by writing reports and publishing papers.
How to become a mathematician? Mathematicians require a bachelor’s, master’s degree or doctoral degree with extensive skills, knowledge and experience. The skills required include mathematics, science, critical thinking, problem-solving, reading comprehension, judgement and decision making, systems evaluation, monitoring, instructing and learning strategies.
Scientist maths require knowledge of computers and electronics and education and training. They find jobs in government and private research institutes, including universities, and mathematician's salary is commensurate to the nature of the job.
A successful mathematician needs to be innovative, capable of analytical thinking and paying attention to details.
Qualifications
Every career requires an element of study and academic qualification, and there can be several study routes and pathways you can take. In following any academic pathway you will study subjects that contribute to the specialised knowledge required to achieve your career goals. These qualifications provide a future employer with the evidence that you have the desired knowledge, understanding and experience of their industry, so it’s important to consider the various types of qualifications available to you and to understand how they can boost your career and create opportunities for you.
- M.Sc. Mathematics
- Ph.D. Mathematics
- M.Sc. Statistics
- B.Sc. Mathematics
- B.Sc. Statistics
Tasks
- Apply mathematical theories and techniques to the solution of practical problems in business, engineering, the sciences, or other fields.
- Develop computational methods for solving problems that occur in areas of science and engineering or that come from applications in business or industry.
- Maintain knowledge in the field by reading professional journals, talking with other mathematicians, and attending professional conferences.
- Perform computations and apply methods of numerical analysis to data.
- Develop mathematical or statistical models of phenomena to be used for analysis or for computational simulation.
- Assemble sets of assumptions and explore the consequences of each set.
- Address the relationships of quantities, magnitudes, and forms through the use of numbers and symbols.
- Develop new principles and new relationships between existing mathematical principles to advance mathematical science.
- Design, analyze, and decipher encryption systems designed to transmit military, political, financial, or law-enforcement-related information in code.
- Conduct research to extend mathematical knowledge in traditional areas, such as algebra, geometry, probability, and logic.
Progression Routes
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