Functions of Complex Variables Mathematical Functions Representation of Numbers History Introduced in 1988(1.0)|Updated in 2003(5.0)▪2004(5.1)▪2021(13.0) Cite this as:Wolfram Research (1988), Conjugate, Wolfram Language function, https://reference.wolfram.com/language/ref/Conjugate.html (updated...
The first known use of complex was circa 1652 See more words from the same year Phrases Containing complex AIDS-related complex B complex complex carbohydrate complex fraction complex number complex plane complex regional pain syndrome compound-complex conjugate complex number coordination...
: one of two complex numbers differing only in the sign of the imaginary part Word History First Known Use circa 1909, in the meaning defined above Time Traveler The first known use of conjugate complex number was circa 1909 See more words from the same year ...
argExtracts the argument from a complex number. asin asinh atan atanh conjReturns the complex conjugate of a complex number. cosReturns the cosine of a complex number. coshReturns the hyperbolic cosine of a complex number. expReturns the exponential function of a complex number. ...
conjugate v.[T] 结合,配合,使成对(英[ˈkɒndʒʊˌɡeɪt];美[ˈkɑndʒəˌgeɪt]) v.[I] 成婚,配对 adj. 结合的,成对的,同根的,共轭的(英[ˈkɒndʒʊɡɪt];美 complex a. 1.复杂的,难懂的,费解的 2.(单词或句子)复合的(指词根加有词缀或主句含有从句...
Suppose we have a complex number given asz=a+bithen the complex conjugate ofzisa−bi. (a+bi)(a−bi)=a2+b2. Answer and Explanation:1 we are given 9+2i We need to write the complex conjugate of the given complex number:
(mathematics) a number of the form a+bi where a and b are real numbers and i is the square root of -1 相似短语 complex number复数 complex number type复数型 conjugate complex number共轭复数 magnitude of a complex number复数的绝对值
conj Returns the complex conjugate of a complex number. cos Returns the cosine of a complex number. cosh Returns the hyperbolic cosine of a complex number. exp Returns the exponential function of a complex number. imag Extracts the imaginary component of a complex number. log Returns the natural...
共轭复数,两个实部相等,虚部互为相反数的复数互为共轭复数(conjugate complex number)。当虚部不为零时,共轭复数就是实部相等,虚部相反,如果虚部为零,其共轭复数就是自身(当虚部不等于0时也叫共轭虚数)。复数z的共轭复数记作z(上加一横),有时也可表示为Z*。 正规矩阵[2]:与它的共轭转置可交换,即 X\bar X...
Noun1.complex conjugate- either of two complex numbers whose real parts are identical and whose imaginary parts differ only in sign complex number,complex quantity,imaginary,imaginary number- (mathematics) a number of the form a+bi where a and b are real numbers and i is the square root of...