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We study the logarithmic superconformal field theories. Explicitly, the
two-point functions of $N=1$ logarithmic superconformal field theories
(LSCFT) when the Jordan blocks are two (or more) dimensional, and when
there are one (or more) Jordan block(s) have been obtained. Using the well
known three-point functions of $N=1$ superconformal field theory (SCFT),
three-point functions on $N=1$ LSCFT are obtained. The general form
of $N=1$ SCFT's four-point functions is also obtained, from which one
can easily calculate four-point functions in $N=1$ LSCFT.
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