Complex Inner Product — Topic Summaries
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Linear Algebra 59 | Adjoint
Adjoint matrices are introduced as the complex-number counterpart to the transpose, and they’re pinned down by how they interact with the inner...
Linear Algebra 58 | Complex Vectors and Complex Matrices
Complex linear algebra starts by extending vectors and matrices from real entries to complex entries, mainly to make eigenvalue (spectrum) theory...
Linear Algebra 59 | Adjoint [dark version]
Adjoint matrices are the complex-matrix counterpart of transposes, and they’re built to make the inner product work correctly in n. In real vector...