So and then they gave me an injection in the back.

My students asked when the injection was going to stop?

Some may only need to be taken by injection every three months.

She had no idea what kind of injection she'd been given.

The effect of a single injection can last up to a few months.

Use a different place on your body each time you give the injection.

"But I really think another injection is more likely to help her."

Find someone who has received an injection in the past year.

And you know that everyone is going to get a lead injection.

They said they'd give me my injection if I did it.

This injection is given 12 times a year on the same day each month.

It is given as an injection only 1 or 2 times a day.

To keep him going, he was given three injections a day.

The study involved 683 men who had used the injections for six months.

And they do not usually give more than 3 or 4 injections into one area.

In some cases, a series of injections is needed for best results.

Instead, you see your health professional once every 3 months for the injection.

Also, you may experience raised, red areas at the injection site.

When I got home the doctor gave me an injection.

Some degree of control over the water injection is important.

They lived from 6 days up to 44 years past the time of their injection.

If your child is very young, you will need to give these injections.

You will need a test to check your heart before each injection.

Do not use more than two injections in 24 hours.

Children may be given one or two injections at a time once per week.

There is no injective function from X to the set of natural numbers.

In mathematical terms, it is a total injective function.

A monomorphism is a generalization of an injective function in category theory.

This and other analogous injective functions from substructures are sometimes called natural injections.

An injective function is an injection.

It is typically used to show that an algorithm produces optimal results by proving the existence of a particular injective function.

For this purpose, one abstractly defines a field extension as an injective function ring homomorphism between two fields.

There is an injective function from meandric to open meandric numbers:

The injective function used in this attack is a pairing and there are some applications in cryptography that make use of them.

An injective function is often called one-to-one because there is only one way to reach any one element in the range.

An injective function which is a homomorphism between two algebraic structures is an embedding.

The update rule is an injective function, that is, there are no two configurations that both map to the same common configuration.

Given an injective function from any set to a metric space , defines a metric on .

The image of a continuous, injective function from R to higher-dimensional R is said to be a parametric surface.

The class of sets where the embeddings are injective functions and the amalgam is simply the union of the two sets.

The three resulting constants are abbreviated L, B, and A (for injective functions), respectively.

Proof: The restriction of an injective function to a subset of its domain is still injective.

In classical mathematics, every injective function f necessarily has a left inverse; however, this may fail in constructive mathematics.

There is an injective function f : N A, where N denotes the set of all natural numbers.

An injective function, or an injection is a function in math that does not map more than one element from its domain to its codomain.

The invariance of domain theorem states that a continuous and locally injective function between two n-dimensional topological manifolds must be open.

Functions which satisfy property (4) are said to be "one-to-one functions" and are called injections (or injective functions).

An admissible ordinal is called nonprojectible if there is no total -recursive injective function mapping into a smaller ordinal.

In mathematics, it can be shown that every function can be written as the composite of a surjective function followed by an injective function.

A has cardinality greater than or equal to the cardinality of B if there exists an injective function from B into A.