Evening Course Program (PKSM, Afternoon/Evening Class) ~ S1, D3, S2 |
See also : » Other Studies Program| Study Program Name | : | Mathematics (S-1) | | Science group | : | education | | Concentration / Specialisation | : | ➧ Education
➧ Mathematics
➧ Informatics
➧ Statistics | | Graduate Title / Mention | : | Bachelor of Mathematics | | Title abbreviations according EYD | : | S.Si. | | Title abbreviations are popular (used public) | : | | | PTS organizers (please click) | : | ➧ UNUGHA - University of Nahdlatul Ulama Al Ghazali
➧ IVET- Ivet University
➧ ISTN Jakarta - Institut Sains dan Teknologi Nasional Jakarta | | Study Period & Study Load (Credits) : | SMA/SMU, SMK graduates, equivalent proceed to
S1 Matematika | Study Load = 144 - 152 sks | Study Period =
8 semester | D3, Polytechnic graduates, equivalent proceed to
S1 Matematika | Study Load = 40 - 46 sks
(If not a piece of science additional are given 2 - 21 sks) | Study Period =
3 semester | D2, S1, D1 graduates, transfer proceed to
S1 Matematika | Study Load = Calculated from remaining credits | Study Period =
Calculated remaining credits |
| | Curriculum / Subjects Courses | : | See below | | Prospectus (Objectives, Competencies, Job Prospects / Career Graduates) | : | See below |
Title/mention above is a title often used (not necessarily used PTS).
Regarding title (for S1, S2, S3) or mention (for diploma) which is used by universities in Indonesia currently has no standard (not standard) again, although the government has made the rules, but most colleges only obey some of the rules the. It can not be blamed, because the development of the science group is very rapid and led to new branches of science which is an integration of several scientific groups, making it difficult for universities to classify these branches of the science group that created the government.
Similarly, by making short title / mention such, people tend to create their own abbreviations that are even more popular than EYD Indonesian rule.
Below given curriculum / course and prospectus (competency, job prospects / career graduates, etc.). For subjects study program of presented here is a slice (and some combination) of a college curriculum, so it is possible some no elective courses at the college, or the slightly different name of his courses.
| Prospectus S1 Mathematics |
The Department of Mathematics has a vision to make mathematics an important tool that supports other disciplines in technological development. Undergraduate Program The Mathematics Department equips its students with subjects covering the fields of Pure Mathematics, Statistics, Computing, Operational Research and Actuarial. Most alumni of the Mathematics Department work in insurance and information technology. Other areas of mathematics graduates are manufacturing, education, research, banking, advertising, publishing, and others.
Objectives: To produce excellent undergraduate mathematics in the national and international labor market, to follow the development of science and technology, adaptive, able to continue study in mathematics and other related fields, literate in IT, competent in mathematics commitment, confidence, emotional maturity and high work ethic.
Graduates Competency - Thinking deductive, logical, analytical and structured in solving problems (problem solving)
- Working on research / development, education, and other fields that require math
- Working independently
- Continue study to a higher level
- Working with other field experts
- Deeds to God Almighty, Pancasila-minded, and conscious of the interests of the nation and country
- Be broad-minded, be open to change and adapt to the work environment
- Have a work ethic (diligent, meticulous, tenacious and creative), dedication and high commitment, self-confidence, emotional maturity, honest and realizing the importance of lifelong learning
- Obey the prevailing norms and ethics
To fulfill the competence of the graduates, the minimum graduate of S1 Mathematics Study Program at Mathematics Department FMIPA has:- basic abilities of analysis, algebra, mathematical statistics and applied mathematics with international standards (eg measured by textbooks and syllabus used)
- skills (skill) in good math calculations, either manually or with computer aids
- ability to apply basic skills and skills to solve problems in mathematics and other fields related to mathematics
- Ability to perform the task, either independently or in groups, and create and present the report orally or in writing
Graduate ProfileGraduates of the Mathematics Study Program have a bachelor's degree in Science, are expected to work as:- Academics
- Researcher
- Consultant (Data Analysis)
- Practitioners (Industry, Service, Government)
* = Course of Concentration / Specificity / Choice
| Course | SKS | | Basic Mathematics I | 2 | | Basic Mathematics II | 3 | | Linear Elementary Algebra | 3 | | Discrete Math | 3 | | Algebra Structure | 3 | | Linear Algebra | 1 | | Algebra Practic | 3 | | Calculus I | 3 | | Calculus II | 1 | | Calculus Practice | 4 | | Multiple Calculus | 3 | | Analytical Geometry | 3 | | Real Analysis I | 3 | | Real Analysis II | 3 | | Complex Function | 3 | | Numerical Method | 3 | | The Common Differential Equation | 2 | | Partial Differential Equations | 2 | | Mathematical Modeling I | 3 | | Algorithm and Programming | 1 | | Algorithms and Programming Practices | 3 | | Linear Program | 2 | | Operation Research I | 1 | | Practicum Research Research I | 3 |
| | | Course | SKS | | Simulation | 2 | | Science Numbers | 2 | | Algebra Matrix | 2 | | Fuzzy Logic | 2 | | Discrete Geometry | 2 | | Graph Theory | 3 | | Linear Control Theory | 2 | | Discrete Control Theory | 2 | | Cryptography | 2 | | Capita Selekta Algebra | 2 | | Troubleshooting Method | 3 | | Differential Geometry | 3 | | The Metric Space Theory | 3 | | Hilbert Space Theory | 3 | | Advanced Real Analysis | 2 | | Capita Selekta Analysis | 2 | | Business Mathematics | 2 | | Insurance | 3 | | Population Dynamics | 2 | | Problem Limit Terms | 3 | | Linear Control Theory | 2 | | Discrete Control Theory | 2 | | Capita Selekta System Modeling | 2 | | Business Mathematics | 2 | | Insurance | 2 | | Database | 2 | | Fuzzy Logic | 3 | | Data Structure and Algorithm | 3 | | Artificial Intelligence | 2 | | Advanced Operation Research | 1 | | Advanced Operations Research Practice | 3 | | Optimization | 2 | | Capita Selekta Operations and Computational Research | |
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