Masters Programs in Mathematics

Compare 48 Masters Programs in Mathematics

Mathematics

Have you always had a head for Mathematics? Then you should consider finding out more about that life-long passion. Here are a number of different Master in Mathematics programs you can take that will help you gain a wider understanding of Math.

Mathematics is a broad field, and a Master in Mathematics means you can take degrees in anything from Modeling, Financial Mathematics, and Computing to Logic and Statistics. There are several programs so if you are looking to widen your horizons, a Master in Mathematics can also help supplement knowledge of science, including Physics, Chemistry and Biology. Students seeking a Master in Mathematics must have the appropriate educational background and experience necessary for these challenging programs.

There are a number of opportunities here for you that can lead to some exciting career prospects in anything from Computer Technology to Finance. The sky is the limit with a Master in Mathematics and you can find your degree by browsing the programs below!

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Master of Mathematical Sciences (MMS)

The Australian National University | Science
Campus Full time 2 years January 2017 Australia Canberra

This degree is intended to enable students to upgrade their expertise in the mathematical sciences either as a route to further study of mathematical sciences or to upgrade their quantitative skills in areas such as the biological sciences and computational science that are rapidly becoming more reliant on advanced techniques from the mathematical sciences. [+]

Masters in Mathematics. A single two year graduate degree offered by the ANU College of Physical and Mathematical Sciences ANU is ranked number one in Australia for maths teaching and research*. We offer our students small class sizes and access to some of the best mathematicians in Australia, currently including 15 fellows of the Australian Academy of Sciences, two fellows of the Royal Society, ten recipients of the Australian Mathematical Society Medal and three ARC Laureate Fellows. Our researchers have access to up-to-date computing facilities including the National Computational Infrastructure supercomputer. We fulfil both a national and international role as a “research institute” in the mathematical sciences, working cooperatively with the Australian Mathematical Sciences Institute (AMSI) and a number of international centres. This degree is intended to enable students to upgrade their expertise in the mathematical sciences either as a route to further study of mathematical sciences or to upgrade their quantitative skills in areas such as the biological sciences and computational science that are rapidly becoming more reliant on advanced techniques from the mathematical sciences. Learning Outcomes Upon successful completion, students will have the skills and knowledge to: Explain the fundamental concepts of a chosen research topic and its role in modern mathematics and applied contexts. Systematically identify relevant theory and concepts, relate these to appropriate methodologies and evidence, and draw appropriate conclusions. Demonstrate capacity for mathematical reasoning through analyzing, proving and explaining concepts from the chosen research area. Engage in systematic discovery and critical review of appropriate and relevant information sources. Communicate research concepts and contexts clearly and effectively both in writing and orally. Career Options ANU provides you with more choice for your entrance score by offering the new Flexible Double Degree program. The ANU Flexible Double Degree lets you build skills for your chosen career without forfeiting your passion. It's your choice to build a double degree partnership that suits your head and your heart.http://students.anu.edu.au/applications/ Further Information New students in this program are eligible to apply for a Commonwealth Supported Place. Visit the following website for further information: http://science.anu.edu.au/study/postgraduate/commonwealth-supported-places Admission Requirements A Bachelor degree or international equivalent with an average mark of at least 70% and at least 8 courses in cognate disciplines. All applicants must meet the University’s English Language Admission Requirements for Students. Applicants with a Bachelor Degree or Graduate Certificate in a cognate discipline may be eligible for 24 units (one semester) of credit. Applicants with a Graduate Diploma or Honours in a cognate discipline may be eligible for 48 units (one year) of credit. Students must achieve a minimum 70% average mark in the first 48 units of coursework and have the approval of the supervisor for the research project. Cognate discipline Mathematics, Statistics, Mathematical Economics, Mathematical Finance, Actuarial Studies, Computer Science, Bioinformatics Indicative fees Domestic students: $29,280.00 ... [-]

Master in Applied and Industrial Mathematics

Towson University - College of Business & Economics
Campus Full time September 2017 USA Towson

Towson's Master of Science (MSc.) in applied and industrial mathematics (APIM) prepares you for high-demand careers in industry, government and academia. The APIM program emphasizes mathematical modeling, numerical computations, chaotic dynamics, queuing systems, financial systems and statistical analysis. [+]

Why Earn a Master's Degree in Applied and Industrial Mathematics? Towson's Master of Science in applied and industrial mathematics (APIM) prepares you for high-demand careers in industry, government and academia. The APIM program emphasizes mathematical modeling, numerical computations, chaotic dynamics, queuing systems, financial systems and statistical analysis. You will apply your knowledge outside of the classroom in a variety of research and internship opportunities. A Degree that Works The graduate program emphasizes numerical, algorithmic and computational problem-solving methods, and prepares you for careers in operations research, stochastic modeling, financial data analysis, statistics and more. The Applied and Industrial Mathematic Program offers two tracks. In the APIM you choose to focus your studies in either Differential Equations/Optimization or Applied Statistics/Mathematical Finance. If you prefer to study part-time you can take advantage of the program's flexible evening schedule. Advance Your Career Unlike most graduate programs in mathematics, Towson's applied master's gives you hands-on training through capstone coursework and required applied research projects. You will gain professional experience and learn to apply your skills in a two-term intern¬ship. Internship opportunities include projects in local industry or government and on-campus projects with faculty. Take the Lead With access to Towson's innovative Applied Mathematics Lab (AML), M.S. you gain leadership experience while working with undergraduates and faculty on research projects sponsored by corporations and government agencies. Past sponsors include Westinghouse Electrical Corporation, Citicorp of Maryland, Blue Cross-Blue Shield, Bell Atlantic, the Science Application International Corporation and the National Institute of Justice. Application Deadline This program has rolling admissions - in order to ensure timely processing we recommend submitting your application by August 1 for fall admission, December 1 for spring admission, and May 1 for summer admission. While we will continue to accept applications and materials after these dates, we cannot guarantee that your application will be reviewed in time for the start of classes. Admission Requirements A baccalaureate degree in mathematics or a related field. The applicant's undergraduate training must have included at least three terms of calculus, a course in differential equations and a course in linear algebra. Students with any deficiency in their mathematical background may be admitted conditionally if they are willing to correct such deficiency. An undergraduate GPA of at least 3.00 for full admission, 2.75 for conditional admission is required. All GPA calculations for admission are based upon the last 60 credits of undergraduate and post-baccalaureate study. [-]

Master In Education Sciences - Teaching Of Mathematics And Physical Sciences

University of Nicosia
Campus Full time 3 semesters September 2017 Cyprus Nicosia Greece Athens + 2 more

The purpose of the program is twofold. On the one hand, help the student to acquire deep knowledge in the field of specialization through (a) the monitoring of educational courses in an advanced level, (b) study the relevant literature, and (c) interaction with Faculty and other students. [+]

Masters in Mathematics. Duration (years): 1.5 years Qualification Awarded: Education: Science Teaching of Mathematics and Science Education (MEd, 1.5 years or 3 semesters) Level of Qualification: 2nd cycle (Masters Degree) Language of Instruction: Greek Mode of Study: Full and part-time Minimum Credits: 30 Minimum ECTS Credits: 90 Profile of the Programme: 7.1 Purpose The purpose of the program is twofold. On the one hand, help the student to acquire deep knowledge in the field of specialization through (a) the monitoring of educational courses in an advanced level, (b) study the relevant literature, and (c) interaction with Faculty and other students. On the other, the program aims at fostering research skills through (a) the monitoring of specific quantitative and qualitative research courses, (b) small scale investigations in the various courses and / or drafting Master Thesis, and (c) participation in seminars / conferences research content. In general, the overall aim of the program is to help the student to become an independent thinker and scientist educator. 7.2 Objectives 1. To monitor the progress of modern research in their area and collaborate with colleagues to explore issues and problems facing the educational community. 2. Identify and / or produce and test relevant teaching materials and to disperse the teachers of their specialty. 3. To undertake action research and communicate their findings to the school site and in the wider community, eg lectures seminars or otherwise. 4. To serve as reference people, as to the specific items to colleagues both at school level and in the education system level. Career Prospects: Graduates of the program have the following options: 9.1 To seek management position at school level (eg Manager, Assistant Manager) and / or the Ministry of Education and Culture (eg Inspector). 9.2 To work as trainers at the Pedagogical Institute. 9.3 Understand academic position at a higher education institution. Access to Further Studies: Graduates of the program can pursue doctoral studies. [-]

Master in Mathematical Modelling in Research and Didactics

Aurel Vlaicu University
Campus Full time 2 years September 2017 Romania Arad

The study programme aims to teach students the basic concepts which arise in a broad range of technical, scientific as well as didactical problems and illustrates how these can be applied in a research context. The emphasis is placed on generic skills which are transferable across disciplines so that it consits a foundation for anyone hoping to advance their scientific modelling skills and more. [+]

The study programme aims to teach students the basic concepts which arise in a broad range of technical, scientific as well as didactical problems and illustrates how these can be applied in a research context. The emphasis is placed on generic skills which are transferable across disciplines so that it consits a foundation for anyone hoping to advance their scientific modelling skills and more. This study programme will allow students to experience the excitement of obtaining solutions to complex physical and other problems. Students will initially consolidate their mathematical knowledge and formulate basic concepts of modelling before moving on to case studies in which models have been developed for specific issues motivated by e.g. industrial, biological or environmental or even didactical considerations, prividing a unique blend of analytical and computational methods with applications at the frontiers of research. Lecture Period: Academic activity begins October first and runs over two semesters/year for two years. Examination of the students is done in the winter, summer and autumn session. Students receive one week holidays between first and second semesters and a summer vacation. Students in the second year of study have two weeks for the elaboration of the master thesis (dissertation). [-]

Master in Discrete Models and Algorithms

Charles University Faculty of Mathematics and Physics
Campus Full time 2 years October 2017 Czech Republic Prague

Study plans Discrete mathematics and combinatorial optimization and Mathematical structures in computer science provide advanced knowledge in the fields of applied mathematics and computer science. An emphasize is put on up-to-date theoretical and applied questions in the area. [+]

Masters in Mathematics. Study plans Discrete mathematics and combinatorial optimization and Mathematical structures in computer science provide advanced knowledge in the fields of applied mathematics and computer science. An emphasize is put on up-to-date theoretical and applied questions in the area. Study plans Optimization and Mathematical economics provide skills to solve difficult technical and economical problems with the use of optimization methods and suitable methods in mathematical economy. Entrance examination – Master's programme Applicants who will not sufficiently demonstrate the necessary background listed above by 9 May 2016, or with their application, will be invited to take the entrance examination in Prague. The entrance examination for a Master's programme at the Faculty of Mathematics and Physics at Charles University consists of four problems, each worth 25 points. In case of an incomplete solution a proportional number of points will be given. The maximum total score is 100. The minimum score for admission is 40 points out of 100. Depending on the study programme and study branch, the examination has the following structure: Master of Computer Science. All study branches: Computer Science (4 problems, e.g., logic, automata theory, programming, theoretical computer Master’s Entry Requirements The goal of the admissions review process is to select from the pool of applicants those individuals who have shown the best capability and diligence expected of Charles University students. To apply for our Mathematics or Computer Science Master's programmes delivered in English you must: - hold or be working towards a Bachelor’s or Master’s diploma and provide a certified copy thereof; in cases required by law, a certification of equivalence of education must accompany the application, - have sufficient academic background in the relevant fields (see below for details); this can be demonstrated by passing the specialized entrance examination in June 2016 in Prague that is organized by the Faculty of Mathematics and Physics, Charles University, or by providing transcripts (academic records) of your previous education accompanied by syllabi of the completed courses; promising students who do not have this background may be admitted with the provision that they complete the missing knowledge from Bachelor's courses, - have sufficient command of the English language; this can be demonstrated by providing your results in one of the standardized English tests that we recognize. You are also welcome to accompany your application by - a statement of purpose in which you describe your reasons for applying to the proposed programme, your study and possibly also research interests and future career plans, - letters of recommendation as recent as possible from professors and employers who can comment on your recent professional accomplishments and your qualifications for pursuing a Master's degree in mathematics or computer science. English Language Proficiency All applicants must have an adequate command of English in order to enrol at Charles University. An applicant’s proficiency level in English may be demonstrated by various language tests; any language test results should not be older than two years. The only exemption from this requirement is for students who have completed at least two years of their previous education with English as the sole language of instruction in one of the following countries: Australia, Canada, Ireland, New Zealand, UK, or USA. The table below summarizes the minimum requirements in the various tests of English that we recognize; you must meet the minimum score for at least one of the tests listed here, or provide us comparable results for other recognized qualifications (if in doubt please contact us to obtain specific required scores for other internationally recognized English Language qualifications). Test Minimum score TOEFL Paper / Computer / Internet based - 550 / 213 / 80 SAT Critical Reading and Writing - 550 in each part ACT English and Reading - 24 International Baccalaureate English - 6 The International English Language Testing System (IELTS) - 6.5 Cambridge ESOL FCE A level Cambridge ESOL CPE, or Cambridge ESOL CAE - Passed City&Guilds International ESOL, or City&Guilds International Spoken ESOL - Expert level The European Language Certificates - Level TELC English C1 UNIcert English for Mathematicians - Level C1 Melab - 77 Examination for the Certificate of Proficiency in English (ECPE) - Pass Test of English for International Communication (TOEIC) - 605 Vancouver English Centre (VEC) level / online score - 13-14 / 74 General State Language Examination in English in the Czech Republic - Pass Conditions for admission without entrance examination Academic background In this paragraph we summarize the minimum knowledge required for applicants in the various study programmes and study branches offered at our faculty. Master of Computer Science: background in calculus, linear algebra, discrete mathematics, probability, logic, computer programming, algorithms and data structures, computer organization, and the theory of automata and formal grammars. Information on the exercise of graduates Graduates have a broad range of possibilities to work in areas connected with applied mathematics and computer science. Graduates are able to solve complicated technical and economical decision problems. Solutions of these problems are based on methods of mathematical optimization and on methods solving conflict situations. Deep knowledge of modern mathematical methods enables the graduate to design mathematical models in complicated economical situations. Education in computer science provides skills to implement effectively the solutions with the use of fast computers. [-]

Master Mathematical Models in Economics and Finance (MMEF)

University Paris 1 Panthéon-Sorbonne
Campus Full time 1 year September 2017 France Paris

The first year of Graduate Studies (Diplôme Universitaire), MMEF - Mathematical Methods in Economics and Finance, is a [+]

First Year of Graduated Studies: The first year of Graduate Studies (Diplôme Universitaire), MMEF - Mathematical Methods in Economics and Finance, is a one-year, full-time, international programme that is taught in English. The courses correspond to those taught in the first year of Graduate Studies, which in the Bologna European Academic System is the first year M1 of the Masters. The courses derive from pre-existing courses at the university, with intensive courses in French. The degree is devoted to the training of students in the use of mathematical models in economics and finance: mathematical economics, strategic analysis, decision theory, stochastic models, mathematical finance and optimization models. The training is built around a large spectrum of courses, which aim to give the knowledge for the modelization of economic and financial problems, for mathematical formalization and tools for the numerical solutions. The new models in finance, economics and decision theory need a coherent training in these fields. Around 50 students are welcomed each year. Admission is made on the basis of academic excellence. All applicants must be fluent in written and spoken English and have a recognized Bachelor Degree or equivalent (180 ECTS credits in the Bologna system). Preference is given to students in economics, finance or mathematics. Mathematical aptitude and work experience can be helpful. Continuation to the QEM Erasmus Mundus Master: After the first year of the MMEF Degree, successful students who want to get a Masters Degree, may apply to: - the QEM1, the first year (QEM1) of The Erasmus Mundus Master course, QEM - Models and Methods of Quantitative Economics; or - the accelerated track that corresponds to a combination of the Summer Semester and second year of the QEM (QEM2). After having successfully completed the QEM program, the students may enter one of the PhD Programs that Université Paris 1 Panthéon-Sorbonne is involved in. The competition within the QEM is very high; only 30% of MMEF students were accepted to the QEM Erasmus Mundus Master, on the basis of academic excellence. Our past experience with previous MMEF students attending the QEM, shows that the intensive courses in math with applications in Economics and Finance, allows for success in the QEM. Students that are selected for the accelerated track have the possibility of spending the Summer Semester in one of the following QEM Partner Universities: Universität Bielefeld, Université catholique de Louvain, Université Paris 1 Panthéon-Sorbonne or Università Ca' Foscari Venezia. [-]

Master Logistics

FOM Hochschule
Campus Part time 4 semesters October 2017 Germany Munich Dortmund Duisburg Hamburg Hannover Wesel + 5 more

The specialized master's degree in logistics was developed within the meaning of the FOM "Integral Total Management" - concept and in close collaboration of university professors FOM [+]

Master Logistics

Degree: Master of Science (M.Sc.)

The specialized master's degree in logistics was developed within the meaning of the FOM "Integral Total Management" - developed the concept in close collaboration of university professors and experts from the FOM of the logistics industry. This ensures that you as scientifically sound as practically qualify for the demands of the dynamic logistics industry. The degree program is the renowned Professor. Dr. Stephan Zelewski than before Program Director. The findings of its broad-based research activities also flow into the courses, such as those of the ild - Institute of Logistics & service management at the FOM under the direction of Prof. Dr. Matthias Klumpp. Numerous projects of ild be funded by the European Union because of their importance for the sector. The ILD koopertiert eg with universities, organizations and business and has established itself as lead manager in major projects a name. You complete your studies with the title Master of Science (M.Sc.) in logistics.... [-]


Master in Training Teachers of General Subjects at Lower and Higher Secondary Schools - Mathematics

Charles University Faculty of Education
Campus Full time Part time 2 years October 2017 Czech Republic Prague + 1 more

The goal of the study is to provide graduates with complete master education which will prepare them for the profession of a mathematics teacher at the lower and upper secondary schools of all types. The study is based on the balance of cognitive, didactic and pedagogic-psychological parts of teacher education. [+]

The goal of the study is to provide graduates with complete master education which will prepare them for the profession of a mathematics teacher at the lower and upper secondary schools of all types. The study is based on the balance of cognitive, didactic and pedagogic-psychological parts of teacher education. An emphasis is put on the use of didactic innovations in the teaching of mathematics with regard to the up-to-date didactic conceptions. The graduates will be prepared for the construction of school educational programmes with the focus on the integration of various areas of mathematics (arithmetic, algebra, geometry, statistics, financial mathematics, etc.) and various educational fields. The graduates will acquire sufficient amount of knowledge and skills to work in a differentiated way with pupils talented for mathematics. Description of the entrance examination and evaluation criteria 1. Oral exam. Maximum number of points is 30 (2 questions, 15 points each). The oral examination consists of problem solving and a theoretical part. The applicant is asked to bring a list of completed mathematical courses with brief syllabuses from the previous university study. 2. Oral exam – assessing the applicants’ general awareness of pedagogy and psychology, and their motivation to study the chosen subjects – a maximum score of 30 points. Total score – 60 points maximum. Topics Basics of mathematics (mathematical logic, sets); positional systems, divisibility tests, Diophantine equations, Euclidean algorithm, congruence; linear algebra (matrices, determinants, systems of linear equations, vector spaces, linear mappings); relational structures (order, equivalence); polynomials (algebraic and functional definitions of the polynomial, divisibility, algebraic and numerical solutions to equations); vectors, shapes in E2, E3, E4 and their incidence relationships studied via vectors; coordinate systems, basis; algebraic structures (group, field, ring, homomorphism, isomorphism); geometric transformations in a synthetic and analytic ways in E2: congruencies in plane (combination, classification, group of congruence); similar transformations in plane (classification, group of similarities); homothety (Monge theorem, Menelaus theorem); affine transformations in A2 (classification, synthetic and analytic descriptions, group of affine transformations); circle inversion, problems of Appolonius; conics (affine and metric properties); elementary functions; calculus (continuity, limit and derivative – definition, properties, calculation; properties of functions continuous on an interval; mean value theorem; maximum and minimum; properties of a function and the construction of its graph); integrals (primitive function and definite integral – definition, properties, calculation; use in geometry, improper integral); differential equations (simple equations with independent variables, linear differential equations of the first order; linear differential equations of the second order with constant variables – general solution and solution with an initial condition); number sequences and series (number sequences – properties, limit of a sequence and its calculation; number series – properties, convergence criteria for series with non-negative terms, alternating series, absolute and non-absolute convergence). Conditions for admission Candidates are admitted to study if they meet all admission requirements: 1. to deliver a certified copy of completion of Bachelor’s degree programme, 2. to pass an entrance examination and reach at least one point in each part and reach required number of points determined by the Dean Information on the exercise of graduates Graduates gain knowledge and skills necessary for the profession of a fully qualified mathematics teacher at the lower and upper secondary levels. They have rich mathematical, didactic and pedagogic-psychological education. They can apply modern didactic methods and forms of work in a creative way in their teaching of mathematics at different levels and types of schools. They are able to identify both talented pupils and pupils with special needs in mathematics and provide them with appropriate help. They can work outside the school system, for instance, in media, offices and institutions aimed at education and work with talented pupils in mathematics. They can continue their education within the PhD study in Mathematics Education. [-]

Master of Actuarial Science

Bond University
Campus Full time 72 weeks January 2017 Australia Robina

The Master of Actuarial Science combines advanced mathematics, statistics, data analytics, actuarial risk theory, finance, economics and accounting subjects with large-scale, real-life commercial data analysis. [+]

Masters in Mathematics. ENTRY REQUIREMENTS Applicants must have completed an undergraduate degree at a credit average in any discipline other than actuarial science. PROGRAM DESCRIPTION The Master of Actuarial Science combines advanced mathematics, statistics, data analytics, actuarial risk theory, finance, economics and accounting subjects with large-scale, real-life commercial data analysis. PROGRAM STRUCTURE Core Subjects (9) Advanced Modelling Contingencies Corporate Finance Derivative Products Financial Mathematics Insurance Models Investments Macroeconomics Mathematical Statistics Electives (7) You must complete approved postgraduate elective subjects. PROFESSIONAL OUTCOMES Actuarial Science has emerged as a key growth sector of the 21st century and is consistently ranked among the best careers in the world. High graduate starting salaries and full employment rates reflect the growing demand for qualified analysts, with career opportunities predicted to increase substantially over the next five years. The Master of Actuarial Science prepares students for rewarding careers in a diverse range of disciplines, including climatology, consulting, data analytics, e-commerce, economics, finance, health, insurance, infrastructure, research, risk management, safety, science, statistics, superannuation and technology. PROFESSIONAL RECOGNITION Actuaries Institute [-]

Master's Programme in Engineering Mathematics

Mälardalen University
Campus Full time 2 years August 2017 Sweden Eskilstuna

The programme will provide you with broad and deep mathematical knowledge about Mathematics and its applications – knowledge which is highly attractive on the labour market in the industrial and public sectors as well as in society in general. Tomorrow’s technology depends on mathematical methods and calculations and your education in Engineering Mathematics will give you the knowledge and skills you need to actively develop new technology, build a sustainable society and/or run your own successful business. [+]

The programme will provide you with broad and deep mathematical knowledge about Mathematics and its applications – knowledge which is highly attractive on the labour market in the industrial and public sectors as well as in society in general. Tomorrow’s technology depends on mathematical methods and calculations and your education in Engineering Mathematics will give you the knowledge and skills you need to actively develop new technology, build a sustainable society and/or run your own successful business. The Programme The Master’s Programme in Engineering Mathematics prepares you for developing tomorrow’s technologies. You will learn to master mathematical methods and applications in statistics, information technology, computer science, energy and environmental technology, robotics and automatic control technology, optimisation and financial mathematics. The programme’s course offerings are carefully planned yet flexible, and give you both good theoretical knowledge and a well-developed understanding of engineering methods and practices. You will also be able to deepen your knowledge within one or more areas of your choice. Among other options, two project courses are included in the programme, where you can come in direct contact with development and research, maybe in cooperation with a company. Technical and mathematical skills are becoming more and more important in modern research and development, whether it is within typical engineering fields like information technology, communication technology, robotics and medical technology, or other fields such as finance or the health sciences. Employment and Future Prospects After completing the programme, you may have the opportunity to continue as a research student at Mälardalen University or another university in Sweden or abroad. Alternatively, your professional life after completing the programme can, for example, focus on research and development in your own business or at a Swedish or multinational company that uses mathematical or statistical methods, computations and algorithms in their technological solutions. University degree The degree programme is so designed that the studies will lead towards fulfilment of the requirements for the following degree(s): Master of Science (60 credits) in Mathematics/Applied Mathematics Master of Science (120 credits) in Mathematics/Applied Mathematics [-]

Master degree in Mathematics and Computation

University of Minho - School of Sciences
Campus Full time 2 years October 2017 Portugal Braga

The Master Degree on Mathematics and Computer Science is a Mathematics graduate course with emphasis on computational solutions to mathematical problems and the application of those solutions in science and technology, including Computer Science. [+]

Masters in Mathematics. Academic degree: Master (Bologna 2nd cycle degree) ECTS: 120 Duration: 2 curricular years Regime: Normal Place: Gualtar Campus, Braga Main Scientific area: Mathematics The Master Degree on Mathematics and Computer Science is a Mathematics graduate course with emphasis on computational solutions to mathematical problems and the application of those solutions in science and technology, including Computer Science. The main scientific areas of the course are Computational Discrete Mathematics, Computer Science, and Numerical Mathematics, areas which play a central role in the modern technologies. The applications include, among many others, image processing, computer-aided design / manufacturing (CAD/CAM), secure and reliable communication technology, and formal verification of software. The course gives not only the opportunity to use advanced computational tools like symbolic computational system and libraries of scientific computing, but also the necessary instruction for the analysis and implementation of new algorithms. The course results from collaboration between the Departments of Mathematics and Informatics of UM. Career opportunities Consultancy, software industry, departments of information and communication technology in any economic sector, departments of research and development in the same technological areas [-]

MSc in Mathematics

Higher School of Economics
Campus Full time 2 years September 2017 Russia Moscow

Training professional researchers and experts in mathematical sciences in Moscow, one of the world's capitals of mathematics. [+]

This programme trains professional researchers in mathematical sciences and experts in mathematical education. Moscow has long been considered one of the world’s capitals for mathematics, and this rigorous programme is an opportunity to study under leading experts in the field.

In the first year, students construct individual study plans according to their own interests and goals. Under the supervision of faculty advisors, students complete a course project at the end of their first year and submit a Master’s thesis at the end of their second.

Graduates are well prepared to enter PhD programmes, have their own independent research agendas and experience, and possess teaching experience at the university level. ... [-]


Master In Mathematics Teaching Methodology

Grupo Tiradentes
Campus Full time 18 months March 2017 Brazil Aracaju

The course provides a consistent methodological theoretical basis of the teaching of mathematics education in the current context enabling the formation of a reflective teacher and researcher. [+]

Masters in Mathematics. Differentials Course The course provides a consistent methodological theoretical basis of the teaching of mathematics education in the current context enabling the formation of a reflective teacher and researcher. It also enables to acquire a good knowledge of the teaching-learning theories in order to adapt them to the mathematical content. Thus, teachers who teach in primary and secondary education can reflect on new teaching methodology proposed Mathematics, ensuring consistent practice with the latest research in the area. Finally, the course aims to train a teacher-researcher able to question the programs and existing teaching sequences. General objective Provide a consistent methodological theoretical basis of the teaching of mathematics education in the current context enabling the formation of a reflective teacher and researcher. Specific objectives • Acquire a good field of teaching and learning theories in order to adapt them to the mathematical content; • Enabling teachers who teach in primary and secondary reflections on new teaching methodology proposed Mathematics, ensuring consistent practice with the latest research in the area; • Form a teacher-researcher able to question the programs and teaching sequences TARGET AUDIENCE licensed professionals in Mathematics, Economics, Accounting and related area. METHODOLOGY The teaching methodology is at the discretion of each teacher, which may adopt different teaching strategies, defined in the respective educational programs (Education Plans), privileging case studies; games and simulations; conferences; lectures; seminars; directed studies; group work; practical classes in the laboratory; discussions and exchanges of experience and reading texts previously available. [-]

Master of Science

Curtin University
Campus Full time Part time 2 years February 2017 Australia Bentley + 1 more

This course is designed for students with an undergraduate pass degree in Science, who wish to broaden and enhance their skills and knowledge in science and technology. [+]

Master of Science This course is designed for students with an undergraduate pass degree in Science, who wish to broaden and enhance their skills and knowledge in science and technology. It is particularly useful for graduates in one science discipline wishing to broaden their expertise in a related scientific field, or for those aiming to work in a multidisciplinary science environment. This degree recognises the multidisciplinary nature of many current areas of science and technology, and the importance of having a broad skill set to apply to major problems, such as the impact of climate change, provision of clean energy and water, and the management of dwindling resources, facing society at present. Major areas of study: Computer Science Mathematical Sciences Industrial Engineering Sustainable Aquaculture Dryland Agricultural Systems Environmental Biology and Management Geophysics Sustainability Management Water Quality and Supply Systems Research project units within the course aim to develop high levels of communication and research skills, as well as creativity and flexibility in the application of knowledge and skills to new situations. Credit for previous study Credit for recognised learning (CRL) will be assessed on an individual basis. Australian & NZ students ENTRY REQUIREMENTS: A bachelor degree in science or an approved equivalent. You are required to have achieved competency in their chosen major area of study to the level of second year in a related Bachelor of Science degree. An honours degree in Science or the relevant postgraduate diploma is a prerequisite for direct entry into the second year of this course. WHERE: Bentley WHEN: February or July HOW: Full-time or part-time DURATION: Expected completion: 2 years International students 2015 ENTRY REQUIREMENTS: Minimum English language entry requirements: IELTS ACADEMIC (INTERNATIONAL ENGLISH LANGUAGE TESTING SYSTEM) Writing 6.0 Speaking 6.0 Reading 6.0 Listening 6.0 Overall band score 6.5 Certificate in Advanced English (CAE): Grade C Pearson Test of English Academic: 58 WHERE: Bentley WHEN: February or July HOW: Full-time DURATION: 2 years full-time [-]

Master in Mathematics

Vrije Universiteit Amsterdam
Campus Full time 2 years September 2017 Netherlands Amsterdam

The Master’s programme in Mathematics at Vrije Universiteit Amsterdam provides you with an opportunity to specialize in one area while further deepening your... [+]

Master in Mathematics

 

Mathematics is a vibrant, multifaceted and versatile field, in which the focus is on the study and development of techniques to tackle pure and applied mathematical questions. Often, the dividing line between theory and practice is merely an illusion. Mathematical theory, developed for a specific problem, often finds its way into unexpected  applications. This is the strength and beauty of mathematics, a discipline which is by definition infinite, and where new paths are always waiting to be explored. The Master’s programme in Mathematics at Vrije Universiteit Amsterdam provides you with an opportunity to specialize in one area while further deepening your mathematical knowledge in general.... [-]