fiber
Fiber vs Fibriform - What's the difference?
fiber | fibriform |As a noun fiber
is (countable) a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread.As an adjective fibriform is
shaped like a fiber.Fiber vs Supercalender - What's the difference?
fiber | supercalender |As nouns the difference between fiber and supercalender
is that fiber is (countable) a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread while supercalender is a stack of calenders consisting of alternating steel and fiber-covered rolls through which paper is passed to increase its density, smoothness and gloss.As a verb supercalender is
to pass (paper) through a supercalender.Fiber vs Fiberwise - What's the difference?
fiber | fiberwise |In mathematics|lang=en terms the difference between fiber and fiberwise
is that fiber is (mathematics) the preimage of a given point in the range of a map while fiberwise is (mathematics) with regard to the fiber of a map.As a noun fiber
is (countable) a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread.As an adjective fiberwise is
(mathematics) of or pertaining to the fiber of a map.As an adverb fiberwise is
(mathematics) with regard to the fiber of a map.Fiber vs Subbundle - What's the difference?
fiber | subbundle |In mathematics|lang=en terms the difference between fiber and subbundle
is that fiber is (mathematics) the preimage of a given point in the range of a map while subbundle is (mathematics) a collection of linear subspaces of the fibers vx'' of ''v'' at ''x'' in ''x'' (where ''v'' is a vector bundle and ''x a topological space), that make up a vector bundle in their own right.As nouns the difference between fiber and subbundle
is that fiber is (countable) a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread while subbundle is (mathematics) a collection of linear subspaces of the fibers vx'' of ''v'' at ''x'' in ''x'' (where ''v'' is a vector bundle and ''x a topological space), that make up a vector bundle in their own right.Fiber vs Fiberlike - What's the difference?
fiber | fiberlike |As a noun fiber
is a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread.As an adjective fiberlike is
like fiber; fibrous.Fiber vs Dralon - What's the difference?
fiber | dralon |As nouns the difference between fiber and dralon
is that fiber is a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread while dralon is a fiber made of acrylic.Fiber vs Fibery - What's the difference?
fiber | fibery |As a noun fiber
is (countable) a single elongated piece of a given material, roughly round in cross-section, often twisted with other fibers to form thread.As an adjective fibery is
fibrous; having an appearance of fibers.Fiber vs Fique - What's the difference?
fiber | fique |
