### Some articles on *totally real, real*:

Cubic Field - Discriminant

... will be positive precisely when the field is

... will be positive precisely when the field is

**totally real**, and negative if it is a complex cubic field ... Given some**real**number N > 0 there are only finitely many cubic fields K whose discriminant DK satisfies**Totally Real**Number Field

... In number theory, a number field K is called

**totally real**if for each embedding of K into the complex numbers the image lies inside the

**real**numbers ... an integer polynomial P, all of the roots of P being

**real**or that the tensor product algebra of K with the

**real**field, over Q, is a product of copies of R ... For example, quadratic fields K of degree 2 over Q are either

**real**(and then

**totally real**), or complex, depending on whether the square root of a positive or ...

### Famous quotes containing the words real and/or totally:

“I’m not making light of prayers here, but of so-called school prayer, which bears as much resemblance to *real* spiritual experience as that freeze-dried astronaut food bears to a nice standing rib roast. From what I remember of praying in school, it was almost an insult to God, a rote exercise in moving your mouth while daydreaming or checking out the cutest boy in the seventh grade that was a far, far cry from soul-searching.”

—Anna Quindlen (b. 1952)

“It amazes me when I hear any person prefer blindness to deafness. Such a person must have a terrible dread of being alone. Blindness makes one *totally* dependent on others, and deprives us of every satisfaction that results from light.”

—Horace Walpole (1717–1797)

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