# Greek Wedding Rings – What is an Engagement Ring With a Twist?

In mathematics, rings are simple algebraic structures which generalize various branches of mathematics: addition, division, multiplication, and subtraction. Simply put, a ring is simply a closed set equipped with exactly two operations satisfying similar properties analogous to the properties of addition and subtraction of real numbers. This can be more concisely stated as a finite number of states, which are closed in both interior and exterior spaces (i.e. interior is equivalent to an interior space and exterior is equivalent to an exterior space), which can be thought of as the continuum of real numbers. The operations on this continuum, which are simple (and therefore easy to calculate), include addition (complement), addition (comparison) and subtraction.

In the study of number theory, it has been shown that a ring is uniquely defined by its commutative property; the only operation for which there is no way to combine the ring into any other operation is the binary operation. On the other hand, the ring itself cannot be completely defined as a set, because the elements may themselves be placed into one or more alternatives. For example, while the ring can be equated to pairs of prime numbers, it is also understood to be made up of primes and even the composite numbers. A ring can thus be fully defined by means of a ring integral, which projects the sets of prime numbers onto the ring’s interior. In order for any ring to be commutative, all its elements must be countable (i.e., they can be multiplied together), and the only operation for which there is no way to combine the rings themselves into any other operation is binary operation.

The set theory of Julia and her rings was considered to be far too complex to be of any practical utility. However, John Dupree and Michael Young succeeded in proving that their model was in fact consistent. Specifically, by means of a machine invented by Dupree and named after Julia, they proved that if x is even then and only then is x an element of a perfect ring. Moreover, by means of a different model called the chromatic number theory, they were able to prove that there are as many distinct rings as there are definite prime numbers. In this sense, their model was able to provide a test for the theories of prime number relativity.

Apart from this, the most famous ring in the world is the Julia Ring. This ring, made from silver and surrounded by a cubic zirconium ring, was worn by Julia Child in the movie “Cinderella” and by the Princess of Wales in the movie “A Midsummer Night’s Dream.” The Julia-Rozes became very popular not only because they are heavy, but because they are unique. As there are seven zirconia stones surrounding the center, the meaning of the ring can only be understood if seven people had owned the ring at different times. The first owner of the Julia Ring was Princess Diana of Wales who presented it to her then-boyfriend, the future king of England, on their wedding anniversary. Queen Elizabeth II kept the ring as a wedding present to her son and his wife in their capacity as regents.

The other well-known Greek wedding rings are the rings forged by Achillies, which are usually white with rose or purple gems. These are sold in the Greek market and also in pawn shops. Another famous Greek ring is the pinkie ring. Pinks are associated with either love or friendship and the pinkie ring represents a relationship that is platonic.

Pinkie ring finger rings can be worn by girls who are just starting to date, although they are quite beautiful. Older couples can wear them on their left hand if they choose. However, they are less frequently worn by boys. On the whole, the pinkie finger is the smallest of the four fingers and this makes it more attractive for engagement rings.