The Taylor expansion of the score
Limits of the coefficients of the Taylor expansion
The Weak Law of Large Numbers ...
The big O-notation is the lowest order error term that the Taylor expansion differs from the Euler Method. At each step, the error is relatively big , thus we need very small step size to gain reasonable accuracy.
The second order Taylor expansion of f(x),
,
attains its extremum when Î"x solves the linear equation: ...
which is a first-order Taylor expansion of . The final retinal coordinates of the end-effector after this fine move are in xf .
 See also: Distribution, Estimation, Variance, Uniform distribution, Branch
  
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