Of course, the same argument could be made about students.

Even nature came into the argument, used by each side.

Other office workers who heard the argument called the police.

Any argument would be with the back of her head.

Like I'm going to get into an argument with him.

They got into an argument over who had done more.

But even taken on its face, the argument does not hold up.

The police did not know what the argument was about.

We cannot just look at one side of the argument.

David seemed to understand, and let him go without argument.

And they were back to their first argument all over again.

Then, within two minutes, she had started an argument with him.

But what do we mean by same in such an argument?

They always had an argument at the end of their act.

Now we can all see the force of your argument.

An argument began about the best building to go to.

You must do everything I say, without question or argument.

He did not want to get the argument started again.

I had only one more argument to use on him.

We got into an argument, and she finally put me out.

You go by the book and you'll get no argument from me.

Could we also make an argument for him in high art terms?

Maybe he'd had an argument over the phone with his wife.

The man and woman in the room above are having an argument.

In the East much the same argument has been made.

If the argument of the logarithm is real, then it is positive.

It is defined when the arguments of the logarithm and the square root are not non-positive real numbers.

The argument of the logarithm must be dimensionless, otherwise it is improper, so that the differential entropy as given above will be improper.

In the above "ideal" development, there is a critical point, not at absolute zero, at which the argument of the logarithm becomes unity, and the entropy becomes zero.

This is illustrated in the diagram, where the two black oriented circles are labelled with the corresponding value of the argument of the logarithm used in "z" and (3 "z").

The above equation is a good approximation only when the argument of the logarithm is much larger than unity - the concept of an ideal gas breaks down at low values of V/N.

This reduces the problem to one where the argument of the logarithm is in a restricted range, the interval [1,2), simplifying the second step of computing the fractional part (the mantissa of the logarithm).