L = {$a^ib^jc^k$ | if j is odd then i=k, where i,j,k >0}
This language can be divided into two parts.
i. when j is odd
ii. when j is even
i. L1 = {$a^nb(bb)^*c^n | n>1$}, and this language is DCFL
ii. if J is even then a's and c's can be anything either equal or notequal.
L2 = {$a^p(bb)^*c^q | p,q >0$}, L2 is Regular
$\text{L = L1 U L2 = DCFL U Regular = DCFL}$