(CA10) Integration in C скачать в хорошем качестве

(CA10) Integration in C

This session starts by discussing the parametrization of paths in the complex plane, specifically focusing on lines and circles, which are foundational for understanding complex path integrals. We'll bridge concepts from multivariable real-variable calculus, particularly line integration of vector fields, to set the stage for integrating complex-variable functions along smooth paths. Dive into the practical application of these theories by calculating the integral of z^n over circles centered at the origin, a crucial example that illustrates the power of complex integration. We also walk through a detailed example of evaluating a complex function along a linear path in the complex plane, highlighting the techniques and steps involved in complex line integrals. If you found this video helpful and are excited for the rest of the series, please give it a thumbs up, share, and leave your thoughts in the comments. 📘 *The Let's Learn, Nemo Community* 📘 ⭐⭐⭐⭐⭐⭐⭐⭐⭐⭐⭐⭐⭐⭐⭐ 🎥 **YouTube**: Join the school of subscribers ➜    / letslearnnemo   🐠 **Discord**: Dive deep into discussions ➜   / discord   📸 **Instagram**: Daily bubbles & updates ➜   / letslearnnemo   🎮 **Twitch**: Catch the waves live ➜   / letslearnnemo   🌐 **Website**: Explore the ocean of knowledge ➜ https://www.LetsLearnNemo.org #ComplexIntegration #ComplexAnalysis #MathEducation #PathIntegrals