Shannon's information-theoretic description of the signal transmitter, the channel and receiver is extended to the network of self-organizing dissipative structures consisting of a source, a reservoir and a sink. The information-generation by the source is subjected to controlled manipulation by the reservoir before being transmitted to the sink. The reservoir can have memory and variable capacity for information storage. The reservoir can be physical and tangible like a lake or virtual like Google. In temporal terms, the reservoir as a manipulator of the received information, could last for millions of seconds or billionth of a second. The role of the reservoir in building the manipulative capacity for information storage and selective sharing is illustrated by the characteristic of asymmetric exchange between the reservoir and the sink. A Box-model is used to develop the model to represent material, process and information sharing among the source, the reservoir and the sink. The number of boxes is varied and the diagnostic tools like relative entropy, entropic cost of the output and fractal dimension are evaluated to characterize the model. The model is applied to self-organizing carbon cages with the end-directed evolution of the Buckyball. 2 Self-organizing dynamical systems are treated analogous to the networks of informationgenerating and sharing components. The Source is the generator and initiator of all information. This information is transmitted towards the eventual receiver-the Sink, through the intermediate stage of the Reservoir. Reservoir is treated as the only link between the Source and the Sink. An information-theoretic Source-Reservoir-Sink (SRS) model is developed where Reservoir is analogous to Shannon's Channel. Reservoir is shown to be the repository of material, energy and the consequent information. In Reservoir, material or information received from the Source can be manipulated. This information is delivered to the Sink. The Sink may receive (i) material output in various shapes, configurations or forms, or (ii) signals that are representative of the processes that occurred in the Reservoir, or (iii) useable or waste energy, etc. The Sink is the recipient of the material, information or it could also participate in the dynamical processes. The interactive participation of the Reservoir with Source and Sink is the core of the SRS model. Reservoir is shown to consist of one or more steps or stages of the self-organizing dissipative structures. SRS model is developed through interconnected Boxes that share material and information. Probability distributions are constructed that are used to calculate Shannon entropy, relative entropies and fractal dimensions. The model is applied to provide the information-theoretic description of the ensembles of self-organizing carbon cages with the emergence of the perfectly symmetrical C60 cage. The model has already been applied to fragmenting nanotubes.