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last edited 10 years ago by Bill Page |
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Editor: Bill Page
Time: 2014/08/13 15:47:41 GMT+0 |
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changed: - \begin{axiom} conjugate:=operator('conjugate) diff(ex,z) == eval(D(eval(ex,z=x+%i*y),x)/2-%i*D(eval(ex,z=x+%i*y),y)/2,[x'=z/2+conjugate(z)/2,y'=z/2-conjugate(z)/2]) diff'(ex,z) == eval(D(eval(ex,z=x+%i*y),x)/2+%i*D(eval(ex,z=x+%i*y),y)/2,[x=z/2+conjugate(z)/2,y=z/2-conjugate(z)/2]) \end{axiom}
conjugate:=operator('conjugate)
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diff(ex,z) == eval(D(eval(ex, z=x+%i*y), x)/2-%i*D(eval(ex, z=x+%i*y), y)/2, [x'=z/2+conjugate(z)/2, y'=z/2-conjugate(z)/2])
diff'(ex,z) == eval(D(eval(ex, z=x+%i*y), x)/2+%i*D(eval(ex, z=x+%i*y), y)/2, [x=z/2+conjugate(z)/2, y=z/2-conjugate(z)/2])