SARJANA MATEMATIKA

Courses Mapping with ILOs

Semester No Subjects Credit Learning Outcomes
SKS ECTS Knowledge Ability Competence Social
ILO 1 ILO 2 ILO 3 ILO 4 ILO 5 ILO 6 ILO 7 ILO 8 ILO 9
I 1 Religion 2 3.2               H H
2 Pancasila 2 3.2               H H
3 Indonesian Language 2 3.2               H H
4 Civics 2 3.2               H H
5 Basic Mathematics I 3 3.2 M   M            
6 Basic Physics 2 3.2 L       L     M M
7 Basic Chemistry 2 3.2 L       L     M M
8 Basic Biology 2 3.2 L       L     M M
9 Mathematical Logic and Set Theory 3 4.8 M M M       L    
II 10 Maritime Social Culture Insight 2 3.2               H H
11 English 2 3.2 L             H H
12 Statistical Methods 3 4.8 M         M M   M
13 Algorithms and Programming 4 6.4 M         H M   L
14 Discrete Mathematics 3 4.8 M M M            
15 Linear Algebra I 3 4.8 M M M       M    
16 Basic Mathematics II 3 4.8 M M              
III 17 Entrepreneurship 2 3.2 L           M H H
18 Introduction to Real Analysis 3 4.8 H M M       M    
19 Ordinary Differential Equations 3 4.8 H M     M L      
20 Numerical Methods 3 4.8   M M     H M   M
21 Graph Theory 3 4.8     M   M   M   M
22 Probability Theory 3 4.8 H M     M M      
23 Advanced Mathematics 4 6.4 H M M            
24 Linear Algebra II 3 4.8   M M   M       M
IV 25 Number Theory 3 4.8 H M M            
26 Economic and Financial Mathematics 3 4.8   M     M   H    
27 Calculus of Variations 3 4.8 M H M            
28 Coding Theory 3 4.8 M M H            
29 Dynamical Systems 3 4.8         M H M    
30 Finite Difference Methods 3 4.8         M M H H  
31 Algebraic Structures 3 4.8   H H H         H
32 Mathematical Statistics 3 4.8 H   H H     H    
33 Mathematical Modeling 3 4.8         M M H M H
34 Operation Research 3 4.8     M M   M M    
35 Partial Differential Equations 3 4.8 H M     H L      
36 Real Analysis 3 4.8   M   H     H    
V 37 Special Topics in Applied Mathematics 3 4.8   H   H     H    
38 Special Topics in Combinatorics 3 4.8           H H H H
39 Special Topics in Analysis 3 4.8       H     H H H
40 Special Topics in Algebra 3 4.8 H H H            
41 Measure Theory and Probability 3 4.8     H H     H    
42 Mathematical Biology 3 4.8         H H H    
43 Cryptography 3 4.8 M H H     M      
44 Introduction to Functional Analysis 3 4.8   H   H     H    
45 Insurance Mathematics 3 4.8     H       H    
46 Optimization 3 4.8     H H   M H    
47 Introduction to Digital Processing 3 4.8   M   M   M      
48 Control Theory 3 4.8 M M M            
49 Learning and Teaching 3 4.8 H   M       M   L
50 Computational Mathematics 3 4.8     M M   H H    
51 Boundary Element Methods 3 4.8   M   M   H H    
52 Machine Learning 3 4.8 M H   M   H   M  
53 Complex Functions 3 4.8 H H H            
54 Stochastic Processes 3 4.8       H M   H M H
55 Geometry 3 4.8 H M M            
VI 56 Student Community Service 4 6.4             H H H
57 Communication and Collaboration 2 3.2               H H
58 Activity Management 2 3.2               H H
59 Negotiation Strategy 2 3.2               H H
60 Active Learning 2 3.2         M M M H H
61 Digital Communication 2 3.2           M      
62 Social Empathy 2 3.2               H H
63 Cultural Diversity 2 3.2               H H
64 Community Development 2 3.2               H H
65 Startup Entrepreneurship 4 6.4           L L H H
66 Startup Entrepreneurship 2 3.2           L L H H
67 Innovation Leadership 2 3.2           L L H H
68 Decision Making 2 3.2               H H
69 Problem Solving 2 3.2           L L H H
70 Professional Ethics 2 3.2               H H
71 Critical and Creative Thinking 2 3.2                  
72 Solution-Oriented Creativity 2 3.2           L L H H
73 Talent Development 2 3.2               H H
74 Scientific Literacy and Presentation 2 3.2         M M M H H
75 Internship / Work Practice 2 3.2           L L H H
76 Internship / Work Practice 3 4.8           L L H H
77 Internship / Work Practice 4 6.4           L L H H
78 Internship / Work Practice 6 9.6           L L H H
79 Internship / Work Practice 9 14.93           L L H H
80 Independent Study / Project 2 3.2           L L H H
81 Independent Study / Project 4 6.4           L L H H
82 Independent Study / Project 6 9.6           L L H H
83 Independent Research 20 32     M M H H H M L
84 Creativity and Innovation Development 20 32           L L H H
85 Leadership and National Defense Character 20 32               H H
86 Welfare for Indonesian Migrant Workers 20 32               H H
87 Entrepreneurship Development and Empowerment 20 32               H H
88 Industry/Business Practice 20 32               H H
89 Humanistic Character Development 20 32               H H
90 Communication and Social Interaction 20 32               H H
VII 91 Research and Thesis Result Seminar 4 6.4 H H     H H H   H
92 Thesis Writing and Final Examination 4 6.4 H H     H H H   H
VIII 93 Research and Thesis Result Seminar 4 6.4 H H     H H H   H
94 Thesis Writing and Final Examination 4 6.4 H H     H H H   H

Notes:

  • H = High contribution/correlation to the ILOs achievement.
  • M = Medium contribution/correlation to the ILOs achievement.
  • L = Low contribution/correlation to the ILOs achievement.

 

 

Mapping of Subject-Specific Criteria of ASIIN with the Intended Learning Outcomes

Subject-Specific Criteria of ASIIN Intended Learning Outcomes of Bachelor Program in Mathematics
Knowledge Ability Competence Social
ILO 1 ILO 2 ILO 3 ILO 4 ILO 5 ILO 6 ILO 7 ILO 8 ILO 9
Knowledge SSC 1 Students possess profound knowledge of the fundamentals of abstract and applied mathematical objects. ✓ ✓              
SSC 2 Students are able to identify and explain the quality of simple mathematical problems. ✓ ✓              
SSC 3 Students are able to generalize simple mathematical problems.   ✓   ✓          
Ability SSC 4 Students are able to use fundamental mathematical statements to solve simple mathematical problems.     ✓ ✓          
SSC 5 Students are able to formulate fundamental mathematical hypotheses.     ✓ ✓          
SSC 6 Students are able to recognize the formal structure of simple mathematical problems.     ✓ ✓          
Competence SSC 7 Students are able to Formally and correctly prove simple mathematical statements with facts and methods that students are familiar with.           ✓ ✓    
SSC 8 Students are able to master fundamental strategies for transferring methods in the area of Mathematics.           ✓ ✓    
SSC 9 Students are able to implement simple mathematical processes on the computer.         ✓ ✓      
SSC 10 Within the framework of Bachelor activities, works on a simple and clearly defined scientific task and are able to present the results orally and in writing adequately in the area of abstract or applied mathematics or from a minor subject with a large mathematical proportion.         ✓   ✓ ✓ ✓
Prodi SARJANA MATEMATIKA

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