Hello pricey customer to our community We will proffer you an answer to this query actual evaluation – Are these variations of advanced multiplication studied subjects? ,and the respond will breathe typical via documented data sources, We welcome you and proffer you fresh questions and solutions, Many customer are questioning concerning the respond to this query.

actual evaluation – Are these variations of advanced multiplication studied subjects?

Complex multiplication may be very nicely understood geometrically and algebraically, however I marvel what concerning the following operators -angles assumed to breathe randians $[0,2pi)$:

- Complex multiplication(muladd): $$ x_1 cdot x_2 = |x_1||x_2|e^{(arg(x_1) + arg(x_2))i}$$
- Complex mulmul: $$ x_1 bigodot x_2 = |x_1||x_2|e^{arg(x_1) cdot arg(x_2)i} $$
- Complex addadd: $$ x_1 bigoplus x_2 = (|x_1|+|x_2|)e^{(arg(x_1) + arg(x_2))i} $$
- Complex addmul: $$ x_1 bigotimes x_2 = (|x_1|+|x_2|)e^{(arg(x_1) cdot arg(x_2))i} $$

Have these operators been studied? Are there any books or papers on their properties? Do they’ve names?

Note: I couldn’t discover a complex-analysis tag.

we are going to proffer you the answer to actual evaluation – Are these variations of advanced multiplication studied subjects? query by way of our community which brings all of the solutions from a number of dependable sources.

## Add comment