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In this paper, we are concerned with the problem of existence of solutionsfor generalized reflected backward stochastic differential equations (GRBSDEsfor short) and generalized backward stochastic differential equations (GBSDEsfor short) when the generator $fds + gdA_s$ is continuous with general growthwith respect to the variable $y$ and stochastic quadratic growth with respectto the variable $z$. We deal with the case of a bounded terminal condition$\xi$ and a bounded barrier $L$ as well as the case of unbounded ones. This isdone by using the notion of generalized BSDEs with two reflecting barriersstudied in \cite{EH}. The work is suggested by the interest the results mighthave in finance, control and game theory.

General Existence Results for Reflected BSDE and BSDE