Mathematics of Series Course
Master di mathematics of series fi discrete-time signals. Learn convergence tests, ℓ1/ℓ2 criteria, Fourier-type tools, an finite trigonometric approximation to analyse, model, an optimize real-world mathematical an engineering systems. Dis course gi yuh practical tools fi analyse discrete-time signals, from basic sequence behaviour an convergence tests to energy, power, an square-summability. Yuh wi work wid Fourier-type concepts, DTFT, an finite trigonometric approximations, emphasizing least squares, numerical conditioning, an rigorous proof techniques fi reliable, high-quality results in real applications.

from 4 to 360h flexible workload
valid certificate in your country
What will I learn?
Di Mathematics of Series Course gi yuh practical tools fi analyse discrete-time signals, from basic sequence behaviour an convergence tests to energy, power, an square-summability. Yuh wi work wid Fourier-type concepts, DTFT, an finite trigonometric approximations, wid emphasis pon least squares, numerical conditioning, an rigorous proof techniques fi reliable, high-quality results in real applications.
Elevify advantages
Develop skills
- Master discrete-time series: build, analyse, an classify key signal sequences.
- Apply fast convergence tests: decide series behaviour wid rigorous proofs.
- Use ℓ1/ℓ2 tools: assess energy, power, an stability of discrete-time signals.
- Perform finite Fourier fits: estimate sinusoid parameters via least squares.
- Tackle numerical issues: improve conditioning, regularize, an avoid collinearity.
Suggested summary
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