| n. | 1. | The act of injecting or throwing in; - applied particularly to the forcible insertion of a liquid or gas, by means of a syringe, pump, etc. | ||||||||||||
| 2. | That which is injected; especially, a liquid inserted thrown into a cavity of the body by a syringe or pipe; a clyster; an enema. | |||||||||||||
| 3. | (Anat.) The act or process of filling vessels, cavities, or tissues with a fluid or other substance. | |||||||||||||
| 4. | (Steam Eng.) The act of throwing cold water into a condenser to produce a vacuum.
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| Noun | 1. | injection - the forceful insertion of a substance under pressure |
| 2. | injection - any solution that is injected (as into the skin) Synonyms: injectant | |
| 3. | injection - the act of putting a liquid into the body by means of a syringe; "the nurse gave him a flu shot" Synonyms: shot |
inserting liquid medication or nutrients into the body with a syringe. A person with diabetes may use short needles or pinch the skin and inject at an angle to avoid an intramuscular injection of insulin.
| 1. | (mathematics) | injection - A function, f : A -> B, is injective or
one-one, or is an injection, if and only if for all a,b in A, f(a) = f(b) => a = b. I.e. no two different inputs give the same output (contrast many-to-one). This is sometimes called an embedding. Only injective functions have left inverses f' where f'(f(x)) = x, since if f were not an injection, there would be elements of B for which the value of f' was not unique. If an injective function is also a surjection then is it a bijection. | |
| 2. | (reduction) | injection - An injection function is one which takes
objects of type T and returns objects of type C(T) where C is
some type constructor. An example is f x = (x, 0). The opposite of an injection function is a projection function which extracts a component of a constructed object, e.g. fst (x,y) = x. We say that f injects its argument into the data type and fst projects it out. |
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