What is the basics behind ring theory?
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Check my "Sources" link:
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Because rings are composed of ice, dust and various forms of debris being held in the atmosphere of a particular planet by its gravity. Not all planets have these conditions...
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This is the ring of polynomials in two variables with complex coefficients. First figure out what the units are (the scalars). An irreducible will be a polynomial p such that if p=fg, then either f or g is a unit. Clearly x and y are irreducible since if x=f(x,y)g(x,y), then either f or g will be a scalar polynomial.
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if u mean what do the rings stand for?\n\nthey represent the 5 major regions of the world\n\nthe americas\neurope\nasia\nafrica\noceania\n\neverything but antartica bascially!
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All devices are connected to one another in the shape of a closed loop, so that each device is connected directly to two other devices, one on either side of it. Ring topologies are relatively expensive and difficult to install, but they offer high bandwidth and can span large distances. \n\nYou have to have two network card per computer not easy to setup eather. Each card has to have it own IP address given to it in Network settings.
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Boxing used to take place in actual round rings, but it's hard to put ropes up around a round ring.\n\nFrom Wikipedia:\n"The name ring is an atavism from when contests were fought in a roughly drawn circle on the ground, the name ring continued with the Jack Broughton rules (1743) specifying a small circle in the centre of the fight area where the boxers met at the start of each round. The first square ring was introduced by the Pugilistic Society in 1838, the ring was specified as 24 feet square and bound by two ropes."
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http://en.wikipedia.org/wiki/Jakob_Steiner\nhttp://mathcircle.berkeley.edu/BMC3/constr2/node6.html
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The north and south poles will be at opposite ends of the object and will lie along the axis of the applied magnetic field that was used to produce the ring or marble magnet.\n\nThe poles in the case of the ring can be produced  on a line (axis) perpendicular to the ring (circle), or it can be produced along a line (axis) that passes through the ring material (the circle). Using the iron filings and multiple orientations will assist you in determining the general direction of the axis of the field, but will not tell you precisely where the poles are.
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You can learn many things here: \n\nhttp://theory.uwinnipeg.ca/mod_tech/node74.html
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The ring is representation of a dowelry or owenership in some cultures.  Within the modern days sometimes it's turned around and the chic gets the guy a wring and proposes.  So it goes both ways now, but it didn't used to.
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I can't phrase it better than Wikipedia:\n\n"The name ring is an atavism from when contests were fought in a roughly drawn circle on the ground, the name ring continued with the Jack Broughton rules (1743) specifying a small circle in the centre of the fight area where the boxers met at the start of each round. The first square ring was introduced by the Pugilistic Society in 1838, the ring was specified as 24 feet square and bound by two ropes."
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Assuming a big ring that rotates, we need to fix the radius and the velocity out on the edge.  The acceleration toward the middle (which causes the feeling of gravity) is given by\n\na = v^2/r\n\nTo match gravity on earth, assume 9.80 m/s^2\n\nYou can make the radius what ever you want.  Assume 100 meters.\n\nThen 9.80 = v^2/100.  So, v^2 = 980.  v = 31.30495.\n\nSo, how fast is it spinning?\n\nThe circumference is 2*pi*r = 2*100*3.14159 = 200*pi.\n\nThe time it takes for it to do one rotation is:\n\n200*pi (meters)\n--------------------\n31.30495 (meters/sec)\n\n= or 20.07088 seconds.\n\nThe angular velocity is 360 deg/20.07088 seconds = 17.9364 deg/sec\n\nor, 2pi radians/20.07088 = .3130495 rads/sec.\n\nNotice, this is exactly what you would have gotten by taking v/r and getting the angular velocity.  I don't know if you are studying that part of rotational dynamics yet.\n\nSo, the bottom line is, as long as v^2/r = 9.80, you can then get the rotational velocity in radians from v/r.
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The quality of the ring.
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A promise ring is a ring given as an outward and physical expression, or symbol, of a promise made between two people. \n\nTraditionally, the promise ring is given for virtually any type of promise made between two people - either romantic or platonic.  A popular reason to give promise rings includes Pre-engagement:  If you're sure she's the right one for you, but not quite ready for engagement, the pre-engagement ring expresses commitment to the relationship and a promise for the future together. \n\nThe most important rule in giving a promise ring is to be up-front about the terms of the promise, especially if the ring contains a diamond.  There is nothing more heartbreaking than a person reading something into a gift of a ring that is more than intended!  A simple note accompanying the ring, to be read prior to opening the gift, can clarify your sentiments.
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If you can measure the weight and volume of the ring, you could find its density.  The value will be different depending on what purity it is (24k will be denser than 12k, for example).  Most gold in jewelry is not 24k, but some alloy with nickel, copper, etc. that makes it harder.  These alloys are also how you get white, pink, and green gold.\n\nBiting a ring will only give you marks if it is 24k gold.\n\ndensity would be the easiest way, I'd say.  (density = mass/volume)\nYou'll need the equipment to measure pretty small masses and volumes, though, which most people don't have in their kitchens.
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Diffraction occurs. \n\nAlso constructive and destructive interference occurs due to the difracted light reaching a screen at different intervals depending on the wavelength and time taken for the light to reach a screen.\n\nThis causes a pattern of multiple rings, increasing in size.
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Der Ring des Nibelungen, or Ring Cycle