Masters Programs in Measurement Science

Compare 10 Masters Programs in Measurement Science

Measurement Science

Measurement Science, also known as Metrology, is the theoretical and practical science of measure.  It has existed since before the Middle Ages and has its modern roots in the French Revolution. You can join this challenging field with a Master in Measurement Science.

Having a Master in Measurement Science can lead you to many sub-disciplines which deal with both physical and chemical subjects. Many countries have different measurement systems. Working in this field and becoming a part of deciding the norm for a variety of countries is an exciting process. Not only does Measurement Science deal with scientific subjects, but it can also easily be linked to economic and legal aspects, especially in the business field. Graduates holding a Master in Measurement Science degree often go on to rewarding careers in a variety of settings.

On this page you can find a number of different Master in Measurement Science programs. Do you think that taking a Master in Measurement Science could be a possible career path for you? Read through the different programs and find out!

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Master's Degree in Inland Water Quality Assessment

UAM Universidad Autónoma de Madrid
Campus Full time Part time September 2017 Spain Madrid

This Master’s Degree aims to train students in subjects related to the assessment of water quality subject to the European Directive on Water Quality in order to defend their professional careers in research in the management of the problems associated with water quality from a Pan-European perspective. [+]

Masters in Measurement Science. Skills and professional training This Master’s Degree aims to train students in subjects related to the assessment of water quality subject to the European Directive on Water Quality in order to defend their professional careers in research in the management of the problems associated with water quality from a Pan-European perspective. In this way, students will be able to participate in research projects and/or management plans for water quality in any European country. Past editions of this Master’s Degree’s Degree have been extremely successful with a subsequent employment rate of 75% of graduates working in question related to water quality in several European and non-European countries. Specific admission requirements: Entry to the Master’s Degree in Inland Water Quality will be subject to the general conditions of entry and admission for postgraduate students which are established in the regulations for postgraduate studies at the Autonomous University of Madrid. These regulation state that candidates must have an official Spanish university degree with at least 180 ECTS credits in Natural Sciences (Biology, Chemistry, Environmental Science, etc.) or a technically compatible programme (Engineering related to water or the environment, health sciences, etc). Foreign degrees do not need to be officially recognized as long as candidates can demonstrate can establish that their degree has an equivalent level to that of the corresponding Spanish degree and would allow entry to postgraduate studies in their home country. Moreover, given the European nature of this Master’s Degree, and the fact that is taught in... [-]

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 Geotechnics

Technical University of Ostrava
Campus Full time 18 months September 2017 Czech Republic Ostrava

Field of master study of Geotechnics takes one and half years. It takes the Geotechnics bachelor degree up. The knowledge acquired in the bachelor course of geotechnics is further developed in two trends. [+]

Masters in Measurement Science. Branch Profile Field of master study of Geotechnics takes one and half years. It takes the Geotechnics bachelor degree up. The knowledge acquired in the bachelor course of geotechnics is further developed in two trends. First it intensifies more the fundaments adopted before to achieve an advanced level in them. Secondly it concerts fundaments to see the geotechnical engineering in its complexity and also optionally it proceeds some geotechnical affaires that can became the graduate future employment after finishing study. The master study terminates with a thesis defense on a geotechnical topic and with a comprehensive examination in tree geotechnical matters. The acquired knowledge is sufficient to take up a professional work on upper lever in the geotechnical practice. The master study constitutes a takeoff for a successful live long individual professional perfection. The best graduates can continue on Doctor study. Key Learning Outcomes KNOWLEDGE Graduate has a broad knowledge not only of the basic geotechnical disciplines, but also from a number of specialized disciplines that reflect the contemporary state of knowledge in the field and is enable to solve complex geotechnical problems. Graduates demonstrate a broad knowledge of theories and methods of the field, but is able to effectively implement activities and findings of other related disciplines.   SKILLS Based on the knowledge of the field of study the graduate is ready to a comprehensive solution of the theoretical and practical problems with using the latest knowledge in the field. It is able to apply advanced... [-]

Master in Geoinformatics

Technical University of Ostrava
Campus Full time 2 weeks September 2017 Czech Republic Ostrava

The aim is to prepare graduates who master professional subject matters from the sphere of geoinformatics and geoinformation technologies at the level that enables the creation of new applications of geoinformation technologies, project management and the management and administration of geoinformation systems, the implementation of the advanced analysis, and search for new ways to solve different spatial problems. [+]

Study Branch Geodesy, Cartography and Geoinformatics Branch Profile The aim is to prepare graduates who master professional subject matters from the sphere of geoinformatics and geoinformation technologies at the level that enables the creation of new applications of geoinformation technologies, project management and the management and administration of geoinformation systems, the implementation of the advanced analysis, and search for new ways to solve different spatial problems. These will be applicable in both the state and local governments as well as in the private sector (manager of the utilities, transport undertakings, companies involved in the collection and distribution of geodata, etc.). Key Learning Outcomes Knowledge Graduates are equipped with the knowledge from the area of digital processing of remote sensing data, planning of applications of geoinformation technologies, advanced methods of gathering, storing, analyzing, and publishing of data, modelling and simulation of geosciences problems, and from the area of entrepreneurship and management. Skills The graduate can plan and manage the application of geoinformation technologies and large databases of geodata, creating algorithms for the spatial problems solving, apply advanced statistical methods of processing of data, collaborate in creating models and simulation of spatial processes and in the use of geoweb technology. General Competencies The graduate can act in the role of the commercial agent, analyst for the needs of applications development and as geodata analyst, manager of large scale applications and databases of data, geoweb technology manager (mapservers and servers of geoweb services). Occupational Profiles of Graduates This study branch is ideal for... [-]

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 Measurement Science. 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... [-]

Master in Mathematical Structures

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

The programme is focused on extending the general mathematical background (algebraic geometry and topology, Riemann geometry, universal algebra and model theory) and obtaining deeper knowledge in selected topics of algebra, geometry, logic, or combinatorics. [+]

The programme is focused on extending the general mathematical background (algebraic geometry and topology, Riemann geometry, universal algebra and model theory) and obtaining deeper knowledge in selected topics of algebra, geometry, logic, or combinatorics. The aim is to provide sufficient general knowledge of modern structural mathematics and to bring the students on the threshold of independent research activity. The emphasis is put on topics taught by instructors who have reached a world recognition in their fields of research. 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: Mathematics (4 problems) 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;... [-]

Master in Applied Mathematics and Stochastics

Novosibirsk State University
Campus Full time 2 years September 2017 Russia Novosibirsk

This is a two-year English-taught programme at the Master level. It is aimed at training and developing research skills in a number of areas of modern mathematics and statistics, and in their applications. At the end of the studies, students are awarded [+]

Masters in Measurement Science. This is a two-year English-taught programme at the Master level. It is aimed at training and developing research skills in a number of areas of modern mathematics and statistics, and in their applications. At the end of the studies, students are awarded a Master Degree from Novosibirsk State University, with an approval by the Russian Ministry of Science and Education. The programme was started in October 2014 in two directions. These were Discrete Mathematics and Combinatorial Optimization, and Numerical Statistical Modelling. GENERAL OVERVIEW. For the year 2017/2018 we propose the three main directions: - Numerical Statistical Modelling, - Numerical Methods, - Discrete Mathematics and Combinatorial Optimization, with a number of applications that include actuarial science, information security, and transport logistics. As well, in 2017/2018 we expect to expand the list of directions towards mechanics and mechanical engineering. The Programme is research-oriented. Each semester a student is supposed to devote half of the time to a research project, to be done at one of institutes of the Russian Academy of Sciences. The 2nd year of studies is completed by a Master Dissertation. Lecture courses and research supervision will be provided by professors of the Novosibirsk State University and leading researchers from institutes of the Russian Academy of Sciences. The lists of prospective courses, of potential lecturers and supervisors, and further related details may be found at our webpage. ACCOMMODATION: students will have an option of accommodation in a modern student's hostel with a low living cost. FORMAL... [-]

Master in Laser Measuring Technology

Saint Petersburg Electrotechnical University
Campus Full time 2 years September 2017 Russia St. Petersburg

The structure of the degree program consists of advanced professional studies, elective courses and Master’s Thesis. [+]

Saint Petersburg Electrotechnical University "LETI" is one of the most prestigious and oldest universities in Russia with multi-applied study and research areas. The university is included in the governmental «TOP 100 Leading Universities in the world» program. The structure of degree program consists of advanced professional studies, elective studies and a Masters Thesis. Students get knowledge of quantum electronics and laser techniques. They get skills of practical work with modern laser techniques and laser measurement equipment, ability of carrying out science research during development of new laser measuring devices and systems. As a result we achieve competitiveness of our graduates and their job placement in prestigious research institutes and firms. Program curriculum includes the following advanced courses: Wave Optics Optical systems and components Theoretical Principles of Quantum Devices Laser systems Fiber and Integrated Optics Laser measurement systems Methods and means of laser radiation control Laser and fiber optic technology in navigation systems Optoelectronics Programme: 120 ECTS credits, full-time study (2 years), Master’s Degree Eligibility: candidates must hold a Bachelor's Degree in the corresponding field Scholarship: scholarship covers the tuition fee and some study materials An academic year includes 2 semesters beginning on 1st September and 10th February, Winter holidays - 2 weeks, Summer holidays - 2 months (July, August). Master’s Thesis defense is in June. Educational programs of «LETI» are constantly modernized, following the principle «Training through research». Graduates of our university receive new, profound knowledge and practical skills of work. [-]

Master in Physics

University of Nova Gorica
Campus Full time 2 years October 2017 Slovenia Nova Gorica

Courses. 1. year. Compulsory courses. Higher quantum mechanic, Meshless advanced numerical methods [+]

Masters in Measurement Science. Courses 1. year Compulsory courses Higher quantum mechanic Meshless advanced numerical methods Selected topics from theory of groups Selected topics in mathematical analysis Module high energy physics Compulsory courses Cosmology Experimental methods and detectors I General theory of relativity Physics basic particles Module solid state physics Compulsory courses Higher statistical mechanics Mechanics of kontinuum Physics of solid substance Physics of surfaces 2. year Compulsory courses Masters thesis Research work General elective courses Advanced Materials Data Mining Module high energy physics Compulsory courses Experimental methods and detectors II General Elective (24 ECTS) General elective courses Accelerators and transport of charged particles Astrophysics of cosmic rays Experiments in astrophysics of elementary particles Quantum Field Theory Selected topics in the field of basic particles Seminar Standard Model Module solid state physics Compulsory courses General Elective (30 ECTS) General elective courses Electron and photon spectroscopies Laboratory from raster microscopy Laboratory from vacuum technology Molecular spectroscopy Nuclear magnetic resonance X-ray spectroscopies [-]

Master in Mathematics

University of Göttingen
Campus Full time 4 semesters Open Enrollment Germany Göttingen Austria Innsbruck Italy Rome Padua Serbia Belgrade Chile Talca Hannover Braunschweig Clausthal-Zellerfeld + 12 more

Better preparded for research and the economy! This research-oriented degree programme offers numerous options for individual specialisation. With excellent capacity for analytical thought, graduates of Göttingen have been in high demand in various areas of research and the economy for years. [+]

Master in Mathematics (M.Sc.)Extremely fit for research and the economy! This research-oriented degree programme offers numerous options for individual specialisation. With excellent capacity for analytical thought, graduates of Göttingen have been in high demand in various areas of research and the economy for years. This degree also allows students to pursue doctoral studies, for example in one of the interdisciplinary research training groups at the University of Göttingen. This degree programme takes place in an international and interdisciplinary atmosphere which characterises the reputation of Mathematics at Göttingen.The Master's programme goes beyond the objectives of the Bachelor's programme: Knowledge of the main mathematical disciplines, their interrelationships, handling current mathematical research literature, as well as the ability to scientifically process and depict mathematical problems.Succesful completion of the Master's programme qualties graduates for:... [-]