test
ε3f1(x0,y,t+t2)f1(x0,y,t)D0,0(f1)(x0,y,t+t1+t2)+ε3f1(x0,y,t)D0(f1)(x0,y,t+t1+t2)D0(f1)(x0,y,t+t2)+ε2f1(x0,y,t+t2)f1(x0,y,t)D0,0(f0)(x0,y,t+t1+t2)+ε2f1(x0,y,t)D0(f0)(x0,y,t+t2)D0(f1)(x0,y,t+t1+t2)+ε2f0(x0,y,t)f1(x0,y,t+t2)D0,0(f1)(x0,y,t+t1+t2)+ε2f0(x0,y,t+t2)f1(x0,y,t)D0,0(f1)(x0,y,t+t1+t2)+ε2f1(x0,y,t)g1(y,t+t2)D0,1(f1)(x0,y,t+t1+t2)+ε2f1(x0,y,t+t2)g1(y,t)D0,1(f1)(x0,y,t+t1+t2)+ε2f1(x0,y,t)D0(f0)(x0,y,t+t1+t2)D0(f1)(x0,y,t+t2)+ε2f0(x0,y,t)D0(f1)(x0,y,t+t1+t2)D0(f1)(x0,y,t+t2)+ε2g1(y,t)D0(f1)(x0,y,t+t1+t2)D1(f1)(x0,y,t+t2)+εf0(x0,y,t)f1(x0,y,t+t2)D0,0(f0)(x0,y,t+t1+t2)+εf0(x0,y,t+t2)f1(x0,y,t)D0,0(f0)(x0,y,t+t1+t2)+εf1(x0,y,t)g1(y,t+t2)D0,1(f0)(x0,y,t+t1+t2)+εf1(x0,y,t+t2)g1(y,t)D0,1(f0)(x0,y,t+t1+t2)+εf1(x0,y,t)D0(f0)(x0,y,t+t1+t2)D0(f0)(x0,y,t+t2)+εf0(x0,y,t)D0(f0)(x0,y,t+t2)D0(f1)(x0,y,t+t1+t2)+εg1(y,t)D1(f0)(x0,y,t+t2)D0(f1)(x0,y,t+t1+t2)+εf0(x0,y,t+t2)f0(x0,y,t)D0,0(f1)(x0,y,t+t1+t2)+εf0(x0,y,t)g1(y,t+t2)D0,1(f1)(x0,y,t+t1+t2)+εf0(x0,y,t+t2)g1(y,t)D0,1(f1)(x0,y,t+t1+t2)+εg1(y,t+t2)g1(y,t)D1,1(f1)(x0,y,t+t1+t2)+εf0(x0,y,t)D0(f0)(x0,y,t+t1+t2)D0(f1)(x0,y,t+t2)+εg1(y,t)D0(f0)(x0,y,t+t1+t2)D1(f1)(x0,y,t+t2)+εg1(y,t)D1(f1)(x0,y,t+t1+t2)D0(g1)(y,t+t2)+f0(x0,y,t+t2)f0(x0,y,t)D0,0(f0)(x0,y,t+t1+t2)+f0(x0,y,t)g1(y,t+t2)D0,1(f0)(x0,y,t+t1+t2)+f0(x0,y,t+t2)g1(y,t)D0,1(f0)(x0,y,t+t1+t2)+g1(y,t+t2)g1(y,t)D1,1(f0)(x0,y,t+t1+t2)+f0(x0,y,t)D0(f0)(x0,y,t+t1+t2)D0(f0)(x0,y,t+t2)+g1(y,t)D0(f0)(x0,y,t+t1+t2)D1(f0)(x0,y,t+t2)+g1(y,t)D1(f0)(x0,y,t+t1+t2)D0(g1)(y,t+t2)
An elliptic curve is (in its simplest form) an equation of the form y2=x3+Ax+B for some values A and B. (Note that the plot of such a curve is not an ellipse! The name arises from the original study of these curves in connection with the computation of the arclength of a sector of an ellipse.)
\begin{CD} (0,0) @ >1/2>> (1,0) @>1/3>> (2,0) @. @. @. @. \ @V 1/2 VV @V2/3 VV @V1 VV @. @. @. @. \ (1,1) @ >2/3>> (2,1) @>1/2>> (3,1) @. @. @. @. \ @V 1/3 VV @V1/2 VV @V1 VV @. @. @. @. \
(2,2) @ > 1 >> (3,2) @>1/2>> (4,2) @>1/2>> (5,2)@>1/3>> (6,2)@. @. \ @. @. @V1/2VV @V2/3VV @V1 VV @. @. \ @. @. (5,3) @>2/3>> (6,3)@>1/2>> (7,3)@. @. \end{CD}
There is an n0>0 such that an<2n for all n>n0.
broken ∫0∞x5dx ?
abc text $ 123
abc
single $abc
line
abc $a^b$
test
$ nosetests pandas$
..........
OK (SKIP=2)