![Linear Functional & Bilinear Form -1 [ Linear Functional | Dual Space | Dual Basis ] CSIR NET / SET](https://i.ytimg.com/vi/VLuqRjsH6Ek/mqdefault.jpg)
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Last Updated: October 22, 2026
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Linear functionals linear functionals This lecture discusses the definition of a Show that $$T : \ell^1 \to c_0^*, \quad (Tx)(y) =\langle Tx, y \rangle= \sum_{k=1}^\infty x_k y_k,\quad x\in \ell^1, \ y\in c_0$$ is an ... Motivated by trying to find a hyperplane separating a convex set from a point, we define So we're already very familiar with linear. Functionals a Linear Functional as Special Case of Linear Operators is discussed linearalgebra In this video, CSIR NET
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