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adj. Many and varied; of many kinds; multiple: our manifold failings.

adj. Having many features or forms: manifold intelligence.

adj. Being such for a variety of reasons: a manifold traitor.

adj. Consisting of or operating several devices of one kind at the same time.

n. A whole composed of diverse elements.

n. One of several copies.

n. A pipe or chamber having multiple apertures for making connections.

n. Mathematics A topological space or surface.

v. To make several copies of, as with carbon paper.

v. To make manifold; multiply.

v. To make manifold; multiply.

v. To multiply or reproduce impressions of by a single operation.

n. A copy made by the manifold writing process.

n. A pipe fitting or similar device that connects multiple inputs or outputs.

n. The third stomach of a ruminant animal, an omasum.

n. A topological space that looks locally like the "ordinary" Euclidean space and is Hausdorff.

adj. Various in kind or quality; many in number; numerous; multiplied; complicated; diverse.

adj. Exhibited at diverse times or in various ways.

ad. Many times; repeatedly.

adj. Various in kind or quality; many in number; numerous; multiplied; complicated.

adj. Exhibited at divers times or in various ways; -- used to qualify nouns in the singular number.

n. A copy of a writing made by the manifold process.

n. A cylindrical pipe fitting, having a number of lateral outlets, for connecting one pipe with several others.

n. The third stomach of a ruminant animal.

v. To take copies of by the process of manifold writing.

Of many kinds; numerous in kind or variety; varied; diverse.

Exhibiting or embracing many points, features, or characteristics; complicated in character; having many parts or relations: used with nouns in the singular number: as, the manifold wisdom or the manifold grace of God (Eph. iii. 10; 1 Pet. iv. 10); “the manifold use of friendship,”

n. A complicated object or subject; that which consists of many and various parts; specifically, an aggregate of particulars or units; especially, in mathematics, a multitude of objects connected by a system of relations; an ensemble.

n. In Kant's theory of knowledge, the total of the particulars furnished by sense before they are connected by the synthesis of the understanding; that which is in the sense and has not yet been in thought.

n. A copy or facsimile made by means of a manifold-writer, or by the use of carbon-paper in a type-writer, etc.

n. A tube, usually of cast metal, with one or more flanged or screw-threaded inlets and two or more flanged or screw-threaded outlets for pipe-connections, much used in pipe-fitting for steam-heating coils, or for cooling-coils in breweries, and in other cases where it is useful to convey steam, water, or air from a large pipe into several smaller ones. Also called T-branch and header.

Many times; in multiplied number or quantity.

To make manifold; multiply; specifically, to multiply impressions of by a single operation, as a letter by means of a manifold-writer, or by the use of carbon-paper in a type-writer.

n. In mathematics, given a general conception capable of various determinations or determination-modes, the totality of the determinable particulars is a manifold, of which each is an element. The manifold is continuous or discrete, according as the passage from one determination to another is continuous or discrete.

n. Same as manifold-valve.

n. The third stomach of a ruminant; the manyplies; the intestines generally.

v. combine or increase by multiplication

v. make multiple copies of

n. a pipe that has several lateral outlets to or from other pipes

n. a lightweight paper used with carbon paper to make multiple copies

adj. many and varied; having many features or forms

n. a set of points such as those of a closed surface or an analogue in three or more dimensions

"Some informal background: a Riemannian manifold is a differentiable manifold (where the tangent space at each point has an inner product) with a positive-definite metric tensor, d (x, y) ≥ 0."

multiple   

manifolded    manifolding    manifolds   

re-create    copy    paper    topological space    mathematical space   

algebraic manifold    numerable manifold    uniform manifold    class of a manifold    manifold fugue    infinite manifold    condensed manifold    self-constituted manifold    derivative of a manifold of points    progressive manifold   

manifolded    manifolding    manifolder    manifold writing   

numerous    multiplied    complicated    copy    graph    cyclostyle    polygraph    hectograph    mimeograph    multiply   

outward    innumerable    infinite    only    numberless    earthly    extraordinary    minor    unspeakable    supreme