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Related lectures (14)
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Convolutional Coder Introduction
Covers the introduction of Convolutional Coder, explaining its structure and operation.
Understanding Microcontrollers: 4-Digit Display
Covers 4-digit displays in microcontrollers, focusing on bit manipulation and number display.
Timers: Microcontrollers
Explains Timer-Counter, TCNT, TCCR1, TOV, PWM, OCRA, ICRn, and their functionalities in microcontrollers and Arduino applications.
Managing Time: Outputs
Explores time management in microcontrollers, covering instruction duration, active waiting, calibration, and multitasking efficiency.
Learn C Bot: Microcontroller Programming
Presents Learn C Bot, a module facilitating microcontroller programming in C.
Partial Derivatives
Covers the concept of partial derivatives and their applications in optimization and tangent plane approximation.
Embedded Systems: Microcontrollers Case Studies
Explores embedded microtechnical systems through case studies in mobile robotics, sensor networks, acceleration monitoring, and vision for automatic detection.
Microcontrollers: arduino basics
Covers the basics of microcontrollers, focusing on Arduino programming with C.
Convolutional Codes: Decoding and Performance Analysis
Covers the decoding and performance analysis of convolutional codes in communication systems.
Advanced Analysis II: Differential Equations and Timers
Discusses advanced analysis concepts, focusing on differential equations and timers in microcontrollers.
LED Displays: Specialized Interpreted Languages
Explores specialized interpreted languages for LED displays, optimizing memory usage and controlling LED intensity and graphic sequences.
Understanding Microcontrollers: Programming in C/Arduino
Covers the basics of programming microcontrollers using C language and Arduino platform.
Large Deviations Principle: Cramer's Theorem
Covers Cramer's theorem and Hoeffding's inequality in the context of the large deviations principle.
Stationary Waveform Analysis
Covers the analysis of stationary waveforms and the importance of achieving stationarity in signal processing.
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