The name is absent



Using the expression for σ2 in (4) and simplifying leads to

∂σ(hj ,hk ,hε)                    hε(2hj +hε)

∂hj                       2h2(hj +hε)2

σ2 (hj ,hk ,hε)     / hε [hj (hj +hε)+hk (hk +hε )] ) 2

∖ hj hk(hj +hε)(hk +hε) J

Taking limits yields

lim

hj →0


hε (2hj +hε)
2h2(hj +hε)2


h hε [hj (hj +hε)+hk(hk+hε)]
hjhk (hj +hε)(hk+hε)


1 /___hε____)2

2 ^hj (hj +hε)
lim —------

hj →0 /    hε    ) 2

∖hj (hj +hε) )

Iim 1 ( 1 nhει 1 ʌ ^ = ∞.
hj→0 2 hj (hj + hε)


42




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