Concept:
Hemihedral forms are crystal forms having half the number of faces compared to the corresponding holohedral form.
Step 1: Check statement A.
Hemihedral forms do not represent the same full symmetry condition as holohedral forms.
\[
A \text{ is not selected}
\]
Step 2: Check statement B.
Hemihedral forms can have the same indices as the corresponding holohedral form.
\[
B \text{ is correct}
\]
Step 3: Check statement C.
By definition, hemihedral forms have half the number of faces of the holohedral form.
\[
C \text{ is correct}
\]
Step 4: Check statement D.
For a holohedral form, two corresponding hemihedral forms may occur.
\[
D \text{ is correct}
\]
Therefore, the correct statements are:
\[
B,C,D
\]
\[
\therefore \text{Correct Answer is (D)}
\]