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Thursday, October 16, 2014

Win Sum, Lose Sum

From the post "Torus", the quadratice equation has roots,

(Av2+n1i=1q24εor2ei)r2emev2re+14{4nGmpmeTeTnπτo}=0

given by,

re=mev2±(mev2)2(Av2+n1i=1q24εor2ei){4nGmpmeTeTnπτo}2(Av2+n1i=1q24εor2ei)

For double root,

(mev2)2(Av2+n1i=1q24εor2ei){4nGmpmeTeTnπτo}=0

I have wanted to use silver again to estimate for  τo,  it seems the term,

n1i=1q24εor2ei

is inaccessible.