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  1. The paper introduces a map that outlines the NC resource sectors and identifies some of the salient questions that this new area of research raises. In addition, it examines the relationship between new commons and traditional common-pool resources and common property regimes.

  2. 2008年3月14日 · Description. What is the GaiaField Project? Many people intuitively recognize the power of uniting millions of people from diverse spiritual traditions around the globe in meditation and prayer for peace. Several well-organized global meditation and prayer events, such as the Harmonic Convergence of 1987, the GaiaMind meditation of 1997, James ...

  3. "We should no longer treat spectrum as a concrete physical resource, because new communications technologies don't require exclusive control of frequencies. The implications are profound. There is an emerging communications space, the "supercommons," that represents a vast opportunity to enhance capacity and open up access to the airwaves.

  4. Although collaboration can occur between 2 or more people in any of the segments of the spectrum, my assertion is that collaborative efforts are optimized as the decreasing number of members and the increasing tie strength amongst those members approach ...

  5. The rationale for Open Spectrum reform. "The notion that the airwaves need to be meted out carefully is based on the fact that, in the early 1900s, radio equipment was easily thrown off when signals of the same frequency from more than one source overlapped. We call this phenomenon “interference."

  6. Bio. Reid Cornwell is a multidisciplinary, empirically grounded, conceptual thinker with experience in both academic and industrial environments. As executive director of the Focus on Education Foundation and director of research for the Center for Internet Research, he is an outspoken advocate for the use of technology as a tool for reforming ...

  7. Definition. "The foundation of his eponymous law is the observation that in a communications network with n members, each can make (n–1) connections with other participants. If all those connections are equally valuable—and this is the big "if" as far as we are concerned—the total value of the network is proportional to n (n–1), that is ...