Examples of using Complex number in English and their translations into Spanish
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If α is a non-zero complex number and αΛ is the lattice obtained by multiplying each element of Λ by α,
Stibitz used a modified teletype to send commands to the Complex Number Computer in New York over telegraph lines.
A complex number can be visually represented as a pair of numbers forming a vector on a diagram called an Argand diagram The complex plane is sometimes called the Argand plane because it is used in Argand diagrams.
The logarithm hits every complex number except possibly one number,
for every Dirichlet character χ and every complex number s with L(χ,
Multiplicity(mathematics) Root of unity Unit complex number To find such a number, one can solve
specifically, the complex number θ μ+ iσ,
in fact these groups comprise all of the finite subgroups of the multiplicative group of the complex number field.
d x{\displaystyle S=\int d^{d}x\left} where g is a complex coupling constant and m is a complex number.
or(sometimes) a complex number in algebra.
In 2008 a Rehabilitation Centre for Children with Disabilities worth over 150 million MNT was built in the complex number 10 for children with cerebral palsy with joint financing from MESC,
The inclusion of a complex number data type in the language made Fortran especially suited to technical applications such as electrical engineering.
In mathematics, a transcendental number is a real number or complex number that is not an algebraic number-that is, not a root(i.e., solution)
In general, an index of refraction is a complex number with both a real and imaginary part, where the latter
only one significant value for that frequency is obtained, as a complex number representing the amplitude
Another interpretation of this is that the"inverse" of the complex exponential function is a multivalued function taking each nonzero complex number z to the set of all logarithms of z.
such as a matrix editor, complex number support, an equation solver,
The resulting function encodes important information about the number field K. The extended Riemann hypothesis asserts that for every number field K and every complex number s with ζK(s)
Different branches can give different values for the logarithm of a particular complex number, however, so a branch must be fixed in advance(or else the principal branch must be understood)
in one variable with complex number coefficients is determined by the set of its roots(a geometric object) in the complex plane.