Examples of using Complex number in English and their translations into Slovenian
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Since every nonzero complex number z has infinitely many logarithms,[1]
multiplication by a fixed complex number can be seen as a simultaneous rotation and stretching.
The Riemann zeta function ζ(s) is a function whose argument s may be any complex number other than 1, and whose values are also complex. .
The exponential function can be extended to a function which gives a complex number as ex for any arbitrary complex number x; simply use the infinite series with x complex. .
a real number and a complex number.
developed an amazingly complex number system.
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there always exists a complex number x with|x- c|= r such that no analytic continuation of the series can be defined at x.
is a complex number, the module of which is equivalent to the partial dividend
direct writing convenient time-saving, complex number 2-6 pages, electric printing 2-10 pages, can greatly improve the efficiency and adapt to the needs of modernization.
it can be shown that every complex number of the form, where
The sum of complex numbers is a complex number, the real part of which is equivalent to the sum of real parts,
Complex numbers consist out of two parts:
C× nonzero complex numbers with multiplication N 0 Z abelian C 1.
A function is defined on the complex numbers by where and are positive numbers. .
Let K denote the field either of real or complex numbers.
Complex numbers consist of two components: the real part
The radius of convergence is infinite if the series converges for all complex numbers z.
These theories are typically examined with regards to real and complex numbers and functions.
Any set of complex numbers Z1 and.