Topological string in harmonic space and correlation functions in image stringy cosmology Original Research Article

We develop the harmonic space method for conifold and use it to study local complex deformations of image preserving manifestly image isometry. We derive the perturbative manifestly image invariant partition function image of topological string B model on locally deformed conifold. Generic n momentum and winding modes of 2D image noncritical theory are described by highest image and lowest components image of image spin image multiplets image, image and are shown to be naturally captured by harmonic monomials. Isodoublets image describe uncoupled units of momentum and winding modes and are exactly realized as the image harmonic variables image and image. We also derive a dictionary giving the passage from Laurent (Fourier) analysis on image (image) to the harmonic method on image (image). The manifestly image covariant correlation functions of the image quantum cosmology model of Gukov–Saraikin–Vafa are also studied.