  The present study initially identified the generalized symmetric connections
$(\alpha,\beta)$ typed, which can be regarded as more generalised forms of
quarter and semi-symmetric connections. The quarter and semi-symmetric
connections are obtained respectively particularly when $(\alpha,\beta)=(1,0)$
and $(\alpha,\beta)=(0,1)$ are taken into consideration. Taking that into
account, a new generalized symmetric metric connection was attained upon
Kenmotsu manifolds. In compliance with the new connection, some results were
provided through calculation of tensors belonging to Kenmotsu manifold
involving curvature tensor, ricci tensor, projective curvature tensor and
coincircular curvature tensor. Ultimately, an original example was presented.
