Abstract: Power system analysis algorithms under polar coordinates are traditionally implemented with the polar form complex number, which is abstracted as phase and magnitude. This paper addresses a ...
The complex plane is very similar to the Cartesian $(x,y)$ plane from algebra. \newline\\ The point $(x,y)$ in the Cartesian plane is represented by \alert{\[z = x ...
Abstract: Quantum circuit simulation is playing a critical role in the current era of quantum computing. However, quantum circuit simulation suffers from huge memory requirements that scale ...
The polar form of a complex number represents the number using its magnitude (r) and its angle (θ) from the positive real axis. Transforming complex numbers into polar coordinates simplifies ...
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