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The document contains a detailed assignment on Convex Optimization, specifically focusing on proving that certain sets, such as polynomial functions and matrices, form vector spaces over their respective fields. It outlines the necessary axioms for vector addition and scalar multiplication, demonstrating closure, commutativity, associativity, and the existence of zero vectors and additive inverses. Additionally, it defines an inner product for finite-dimensional vector spaces and real polynomials, confirmin

Author

mahendiayashu

Language

EN