基本信息
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Taught Courses
1 Functional Analysis Hilbert spaces, Operators on Hilbert spaces, Banach spaces, Locally convex spaces, Weak topologies, Operators on Banach spaces Spring 2023
2 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Spring 2023
3 Math. (II) Vector Functions and Curves- Partial Differentiation- Applications of Partial Derivatives- Multiple Integration- Vector Fields- Vector Calculus- Linear algebra Spring 2023
4 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2022
5 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2022
6 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2022
7 FOUNDATION OF MATHEMATICAL ANALYSIS The real numbers, Sequences, Topology of R, Continuous functions, Differentiation, metric spaces and its topological concepts Fall 2022
8 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Spring 2022
9 Functional Analysis Hilbert spaces, Operators on Hilbert spaces, Banach spaces, Locally convex spaces, Weak topologies, Operators on Banach spaces Spring 2022
10 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Spring 2022
11 Math. (II) Vector Functions and Curves- Partial Differentiation- Applications of Partial Derivatives- Multiple Integration- Vector Fields- Vector Calculus- Linear algebra Spring 2022
12 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2021
13 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2021
14 FOUNDATION OF MATHEMATICAL ANALYSIS The real numbers, Sequences, Topology of R, Continuous functions, Differentiation, metric spaces and its topological concepts Fall 2021
1 Functional Analysis Hilbert spaces, Operators on Hilbert spaces, Banach spaces, Locally convex spaces, Weak topologies, Operators on Banach spaces Spring 2023
2 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Spring 2023
3 Math. (II) Vector Functions and Curves- Partial Differentiation- Applications of Partial Derivatives- Multiple Integration- Vector Fields- Vector Calculus- Linear algebra Spring 2023
4 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2022
5 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2022
6 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2022
7 FOUNDATION OF MATHEMATICAL ANALYSIS The real numbers, Sequences, Topology of R, Continuous functions, Differentiation, metric spaces and its topological concepts Fall 2022
8 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Spring 2022
9 Functional Analysis Hilbert spaces, Operators on Hilbert spaces, Banach spaces, Locally convex spaces, Weak topologies, Operators on Banach spaces Spring 2022
10 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Spring 2022
11 Math. (II) Vector Functions and Curves- Partial Differentiation- Applications of Partial Derivatives- Multiple Integration- Vector Fields- Vector Calculus- Linear algebra Spring 2022
12 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2021
13 Math. (I) Functions and Limits and Continuity- The Derivative- Applications of Derivatives- Transcendental Functions- Integration- Methods of Integration- Applications of Integration- Sequences and Series- Power Series-Complex numbers Fall 2021
14 FOUNDATION OF MATHEMATICAL ANALYSIS The real numbers, Sequences, Topology of R, Continuous functions, Differentiation, metric spaces and its topological concepts Fall 2021
研究兴趣
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Bulletin of the Iranian Mathematical Societyno. 6 (2022): 3465-3479
Mathematical Researchesno. 1 (2021): 101-110
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