Visualizing Coordinates: Difference between revisions
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Regarding strand coordinates, there are generally two ways in which this can be done: | Regarding strand coordinates, there are generally two ways in which this can be done: | ||
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To convert from #1 to #2, you generally takes | To convert from #1 to #2, you generally takes | ||
start2 = chromSize - end1 | start2 = chromSize - end1 | ||
end2 = chromSize - start1 | end2 = chromSize - start1 | ||
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lets say that S and E are start1 and end1 on pos strand coords, | lets say that S and E are start1 and end1 on pos strand coords, | ||
and s and e are start and end on neg strand coords. | and s and e are start and end on neg strand coords. | ||
e s ...210 (neg strand coords) | e s ...210 (neg strand coords) | ||
YYYYYYY | YYYYYYY | ||
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XXXXXXX | XXXXXXX | ||
012... S E (pos strand coords) | 012... S E (pos strand coords) | ||
with our zero-based half-open coordinates, the positive strand coordinate | with our zero-based half-open coordinates, the positive strand coordinate | ||
runs from 0 to chromSize-1, that is [0,chromSize) which is also [0,chromSize-1]. | runs from 0 to chromSize-1, that is [0,chromSize) which is also [0,chromSize-1]. | ||
Negative strand coordinates also have the same range the negative strand, of course. | Negative strand coordinates also have the same range the negative strand, of course. | ||
So | So | ||
s = C - E | s = C - E | ||
e = C - S | e = C - S | ||
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s = C - E + 1 | s = C - E + 1 | ||
e = C - S + 1 | e = C - S + 1 | ||
So in these coordinates, there is usually some extra +1 or -1 that is needed | So in these coordinates, there is usually some extra +1 or -1 that is needed | ||
in coordinate calculations. | in coordinate calculations. | ||
</pre> |
Latest revision as of 20:28, 13 February 2014
Regarding strand coordinates, there are generally two ways in which this can be done: #1. Specify coordinate on positive strand, and then after the fact, note whether it is actually on the negative strand. We typically use this one very much, probably because it makes it easier to compare coordinates, especially if you don't care what strand it is on. #2. Specify the strand first, and then use the coordinates of that strand. Both are in use in general and in different places. If #2 is used and it is on the negative stand, people use the phrase that it is in "negative strand coordinates." Cases that I can remember that do this are the chain files. Also, bizarrely enough, in the psl format, although the main start and end coordinates are in positive strand coords (probably to allow rapid coordinate compares while looking for overlaps at the whole-gene level). the actual block starts, and their order, are in negative strand coordinates. To convert from #1 to #2, you generally takes start2 = chromSize - end1 end2 = chromSize - start1 To make my graph easier in text, lets say that S and E are start1 and end1 on pos strand coords, and s and e are start and end on neg strand coords. e s ...210 (neg strand coords) YYYYYYY eziSmorhc=Cnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn ppppppppppppppppppppppppppppppppppppppppppppC=chromSize XXXXXXX 012... S E (pos strand coords) with our zero-based half-open coordinates, the positive strand coordinate runs from 0 to chromSize-1, that is [0,chromSize) which is also [0,chromSize-1]. Negative strand coordinates also have the same range the negative strand, of course. So s = C - E e = C - S With form #1, we say it is at S,E but by the way, it is really on the neg strand (-). With form #2, we say it is on the negative strand (-), at coordinates s,e. So, do you want the coordinates first, or the strand? Either way can work. --------- Note that if you use one-based closed coordinates then the picture looks like this: coord range both strands: [1,chromSize] <pre> e s ...321 (neg strand coords) eziSmorhc=C YYYYYYY nnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn pppppppppppppppppppppppppppppppppppppppppppp XXXXXXX C=chromSize 123... S E (pos strand coords) s = C - E + 1 e = C - S + 1 So in these coordinates, there is usually some extra +1 or -1 that is needed in coordinate calculations.