Advanced Calculus of Higher Mathematics
Advanced Calculus of Higher Mathematics through animation,explanations,plenty of solved examples to help you in exam
What you’ll learn
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Parseval’s Identity of Fourier Series: Introduction,Basics, Equations, Mathematical Proof and Problem Solutions
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Harmonic Analysis: Introduction, Basics, Different orders of Harmonic series and Problem Solutions
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Complex Fourier Series : Basics, Prerequisites, Equations derivation & Mathematical Proof and Problem Solutions
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Fourier Transform: Introduction,Basics, Graphs, Fourier Sine & Cosine Transform, Convolution theorem,Mathematical Proof and Problem Solutions
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Z-Transform: Introduction, Basics, Region of convergence, Properties,Equation Derivation, Mathematical Proof, Inverse Z-Transform and Problem Solutions
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Power Series: Introduction, Basics, Region and radius of convergence, Interval of convergence, Differentiation & Integration,Equation Derivation, Mathematical Proof and Problem Solutions
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Binomial Series: Introduction, Basics, Prerequisites, Methods to solve binomial series, Finite series, Infinite series, General Term, Binomial series as a power series, and Problem Solutions
Requirements
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Basics of calculus
Who this course is for:
- Students who are taking advanced calculus of higher mathematics at college and university level
