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    <abstract>For societies to produce or safeguard public goods, costly voluntary contributions are often required. From the perspective of each individual, however, it is advantageous not to volunteer such contributions, in the  hope that other individuals will carry the associated costs. This conflict can be modeled as a volunter&apos;s  dilemma. To encourage rational individuals to make voluntary contributions, a government or other social  organizations can offer rewards, to be shared among the volunteers. Here we apply such shared rewarding to  the generalized N-person volunteer&apos;s dilemma, in which a threshold number of volunteers is required for  producing the public good. By means of theoretical and numerical analyses, we show that without share  rewarding only two evolutionary outcomes are possible: full defection or coexistence of volunteers and  non-volunteers. We show that already small rewards destabilize full defection, stabilizing small fracions of  volunteers instead. Furthermore, at these intermediate reward levels, we find a hysteresis effect such that  increasing or decreasing group sizes can trigger different social outcomes. In particular, when group size is  increased, the fraction of volunteers first increases gradually before jumping up abruptly; when group size is  then decreased again, the fraction of volunteers not only remains high, but even continues to increase. As  the shared reward is increased beyond a critical level, the bistablitity underlying this hysteresis effect  vanishes altogether, and only a single social outcome remains, corresponding to the stable coexistence of volunteers and non-volunteers. We find that this critical level of shared rewarding is relatively small compared to the total cost of contributing to the public good. These results show that the introduction of  shared rewarding is remarkably effective in overcoming defection traps in the generalized volunteer&apos;s dilemma.</abstract>
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