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Fix two arbitrary points z 1,z 2 ∈Z . Then, for g∈G, we have gz 1 = z 1 ⇔ ˜ y ( gz 1)=˜ y ( z 1) ⇔gy 0 = y 0 ⇔ ˜ y ( gz 2)=˜ y ( z 2) ⇔gz 2 = z 2. 5
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perdo** Posts 513 Happy B I R T H D A Y! gz :P keep doing a gj webzen is really trying to do a good game for all gz :P
The spatial distribution of protons can be encoded into the signals by the application of linear magnetic field gradients (Gx = d Bz/ d x, Gy = d Bz/ d y, Gz = d Bz/ d z).
Fix two arbitrary points z 1,z 2 Z . Then, for gG, we have gz 1 = z 1 y ( gz 1)= y ( z 1) gy 0 = y 0 y ( gz 2)= y ( z 2) gz 2 = z 2. 5
... x$z y y y$z ((x$y) $z) z x x y z z g (x,y,z) +! %g (y,z)+gx (y,z)+ g (x,z) % gy (x$y,z) %g (x,y)+gz ... Remark If we fix a color of one region, then the colors of other regions are ...
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