Sentence examples for transform a bundle from inspiring English sources

As trustee, BNY Mellon is charged with ensuring that companies involved in the mortgage-securitization chain properly assembled the needed documents to transform a bundle of home loans into a mortgage bond.

But its magic will transform a block of wood or a bundle of string into joy and laughter and memories that last a lifetime.

The relative maturational measure was calculated as the time shift required to transform a maturational curve for a given bundle to a reference curve computed from the posterior limb of the internal capsule (because of its known early myelination).

Upon tensile loading, cavitation of the secondary phase facilitates the interconnection of microcellular voids to form channels such that the stretched component transforms into a bundle of fibrils.

"Chelsea's transformed a lot.

It's an awkward analogy, but one that makes sense all the same: it's the 'casters, the analysts and the experts who bring colour to these occasions, who provide the context necessary to transform what would otherwise be a bundle of polygons and textures jogging aggressively around a screen into a tense drama, a soap opera, a true theatrical experience.

Neither is Schulz a surrealist: bizarre occurrences flood his fiction (people transformed into bundles of rubber tubing; a man engineered into a doorbell; Hades relocated to provincial Poland), but his project prizes rather than disdains logic, and he doesn't seek to shock.

As the spin rate is increased to 500 rpm (Fig. 4c) and to 1000 rpm (Fig. 4d), the morphology is gradually transformed into bundles of nanowires and to a nanowire network.

A construction is given for an integral transform from sections of a vector bundle over one manifold into Dolbeault cohomology of a (related) holomorphic vector bundle over a second manifold.

After all, during the 18th century a bundle of radical new ideas had transformed -- for better or worse -- the character of Western culture.

We generalize the Harish-Chandra inversion formula for the spherical transform on a Riemannian symmetric space to homogeneous line bundles on a Hermitian symmetric space.