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week/No.	Tiltle	lecture hour	Laboratory Hour	Self study Hour	Activities	Teacher
01	Finite, Countable, and Uncountable Sets; ethics and ethical consideration in the use of ideas, data and technology	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
01	Finite, Countable, and Uncountable Sets; ethics and ethical consideration in the use of ideas, data and technology	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
02	Metric Spaces	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
02	Metric Spaces	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
03	Compact Sets	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
03	Compact Sets	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
04	Connected Sets	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
04	Connected Sets	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
05-07	Numerical Sequences and Series	9	0	18	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
05-07	Numerical Sequences and Series	9	0	18	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
08	Continuity	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
08	Continuity	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
09	Midterm examination
09	Midterm examination
10	Continuity	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
10	Continuity	3	0	6	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
11-13	Differentiation	9	0	18	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
11-13	Differentiation	9	0	18	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
14-16	Riemann-Stieltjes Integral	9	0	18	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
14-16	Riemann-Stieltjes Integral	9	0	18	Teaching method: Interactive lecture, effective questioning, formative assessment, problem solving, problem based activities Media: lecture notes, slides, individual assignments	ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ, ผศ.ดร. สมศักดิ์ โอฬารกิจเจริญ
17	Final examination
17	Final examination


COURSE OUTLINE
1. Suject	SCMA618 SPECIAL TOPICS IN APPLIED MATH

2. Program/Course Type	MASTER OF SCIENCE PROGRAM IN APPLIED MATHEMATICS
3. Course Objecttive	1. CLO1: Do assigned problems independently 2. CLO1: Do assigned problems independently 3. CLO2: Recognize the least upper bounds, greatest lower bounds, countable and uncountable sets, convergent, divergent, bounded, Cauchy and monotone sequences 4. CLO2: Recognize the least upper bounds, greatest lower bounds, countable and uncountable sets, convergent, divergent, bounded, Cauchy and monotone sequences 5. CLO3: Calculate the limit superior, limit inferior, limit of a sequence 6. CLO3: Calculate the limit superior, limit inferior, limit of a sequence 7. CLO4: Determine if subsets of a metric space are open, closed, connected, bounded, or compact and if a function on a metric space is discontinuous, continuous, or uniformly continuous 8. CLO4: Determine if subsets of a metric space are open, closed, connected, bounded, or compact and if a function on a metric space is discontinuous, continuous, or uniformly continuous 9. CLO5: Prove set theoretic statements on basic topology, sequence, series, limits, continuity, convergence, derivatives and integrals 10. CLO5: Prove set theoretic statements on basic topology, sequence, series, limits, continuity, convergence, derivatives and integrals 11. CLO6: Apply theorems on basic topology, sequence, series, limits, continuity, convergence, deriva-tives and integrals to solve related problems 12. CLO6: Apply theorems on basic topology, sequence, series, limits, continuity, convergence, derivatives and integrals to solve related problems
4. Course Director	Lect.Dr. RUTH J. SKULKHU
5. Teaching Plan