def.Linear Dependent and Th.Schwarz Inequality reduce to equality if vectors are Linearly dependent
In this video 👉👉 definition of Linear Dependent and Independent Set 👉👉 Theorem - If x and y are two vectors in Hilbert space H show that |(x,y)| = ||x|| ||y|| if and only if x and y are Linearly dependent. 👉👉 Please🙏 Subscribe my Channel https://www.youtube.com/channel/UCskREsZZ4MOEK5vgv7iC3xA 👉👉 Thank you for Watching👀👀 👉👉 Hilbert space and important Theorem 👇👇👇👇👇👇👇👇👇 https://youtu.be/hocw8WUTOgY
In this video 👉👉 definition of Linear Dependent and Independent Set 👉👉 Theorem - If x and y are two vectors in Hilbert space H show that |(x,y)| = ||x|| ||y|| if and only if x and y are Linearly dependent. 👉👉 Please🙏 Subscribe my Channel https://www.youtube.com/channel/UCskREsZZ4MOEK5vgv7iC3xA 👉👉 Thank you for Watching👀👀 👉👉 Hilbert space and important Theorem 👇👇👇👇👇👇👇👇👇 https://youtu.be/hocw8WUTOgY