Sentence examples for whose imaginary from inspiring English sources
The new generation is represented by ALEXANDRA DU BOIS, whose "Imaginary Piece for Piano" (2004) will be performed.
Most of these conflicts revolve around whose imaginary friend is the best (religion), so there's nothing really being resolved by them anyway.
In keeping with the trend of characters who aren't really there, Imaginary Mary stars Jenna Elfman as a woman whose imaginary friend is threatening to ruin her life.
The simulation result indicates that with general initial complex values, the network will converge to the complex eigenvector corresponding to the eigenvalue whose imaginary part is positive, and modulus is the largest of all eigenvalues.
If the eigenvalue whose imaginary part is nonzero and the largest of all eigenvalues is unique, the FNN will converge to the eigenvector corresponding to this special eigenvalue with general nonzero initial vector.
If all eigenvalues are real numbers or there are more than one eigenvalue whose imaginary part equals the largest, the FNN will converge to zero point or fall into a cycle procedure.
Nora Ephron, whose play "Imaginary Friends" is about the Hellman-McCarthy war, said the word feud does not do justice to worthy battles over core values.
A role, or should I say a baker's dozen of roles, that Joe created for the Chicago run, and whose many imaginary shoes he has recently stepped into again at New York City's New World Stages replacing Jeff Blumenkrantz, himself an actor-pianist-composer, who embodied The Suspects starting when the show arrived for its Off-Broadway run presented by Second Stage uptown.
The Republic's justice minister, Alan Shatter, in whose constituency the imaginary airport has been located, has already made arrangements for Apple to be informed of the error.
It follows that D⊙D consists exactly of the H1-functions whose real and imaginary parts are single products of Dh-functions.
It all fits with the theory that the Hatter was a satire on the Irish mathematician William Rowan Hamilton, whose work on imaginary numbers remains a cornerstone of modern science.
