Chapter 01 Part 2: Real and Complex Exponential Signals.
Properties of real and complex exponential signals are discussed for both continuous-time (CT) and discrete-time (DT) using examples. Methods of finding the amplitude, frequency, and period of both CT and DT signals are introduced. The concept of DT frequency is explained.
▶︎
Chapter 01 Part 3: Harmonics, Impulses, and Step Functions
▶︎
How do Complex Numbers relate to Real Signals? ("Best explanation EVER!")
▶︎
Exponential Signals (Real and Complex)
▶︎
Discrete And Continuous Time Complex Exponential Signal: a graphical introduction to DSP
▶︎
(SoME1) Imaginary numbers with real applications: complex exponentials and Euler's formula
▶︎
Convolution and Unit Impulse Response
▶︎
The Real Reason Behind Using I/Q Signals
▶︎
Chapter 01 Part 1: Introduction to Signals and Systems
▶︎
Fourier Transform, Fourier Series, and frequency spectrum
▶︎
What is convolution? This is the easiest way to understand
▶︎
e^(iπ) in 3.14 minutes, using dynamics | DE5
▶︎
Laplace Transform Explained and Visualized Intuitively
▶︎
Chapter 03 Part 1: Continuous-Time Fourier Series and Frequency Response
▶︎
Chapter 01 Part 4: Properties of LTI Systems
▶︎
40Hz Binaural Gamma Waves - Ultra Deep Concentration
▶︎
Even and Odd Signals
▶︎
What is Convolution? And Two Examples where it arises
▶︎
Understanding the Z-Plane
▶︎
Why Study Signals and Systems?
▶︎