TY - JOUR

T1 - Afterword

AU - Davies, Paul

PY - 2015/1/1

Y1 - 2015/1/1

N2 - In the five decades since Frank Drake formulated his eponymous equation, our understanding of astrophysics and planetary science has advanced enormously. The first three terms of the equation refer to factors that are now known with reasonable precision, due in no small part to the discovery of enough extrasolar planets for meaningful statistics to be developed. Unfortunately, this progress has not been matched by a similar leap in understanding of the remaining factors -the biological ones. In particular, the probability of life emerging on an Earth-like planet, fi, remains completely unknown. In the 1960s and 1970s, most scientists assumed that the origin of life was a freak event, an accident of chemistry of such low probability that it would be unlikely to have occurred twice within the observable universe. Today, however, many distinguished scientists express a belief that life will be almost inevitable on a rocky planet with liquid water - a “cosmic imperative,” to use the evocative term of Christian de Duve. But this sentiment is based on little more than fashion. One may assign a probability to a process only after the mechanism that brings about that process is known. As we have little knowledge of how a nonliving mix of chemicals is transformed into a living thing, we can say almost nothing about its likelihood. Indeed, it is easy to imagine plausible constraints on the chemical pathway to life that would make its successful passage infinitesimally small. In the case of the fifth term in the Drake Equation - the probability that intelligence will evolve if life gets going - at least we have a well-understood mechanism (Darwinian evolution) on which to base a probability estimate (though it still remains deeply problematic). The same is true of the remaining terms. Thus, the uncertainty in the number of communicating civilizations in the galaxy, N, is overwhelmingly dominated by fi.

AB - In the five decades since Frank Drake formulated his eponymous equation, our understanding of astrophysics and planetary science has advanced enormously. The first three terms of the equation refer to factors that are now known with reasonable precision, due in no small part to the discovery of enough extrasolar planets for meaningful statistics to be developed. Unfortunately, this progress has not been matched by a similar leap in understanding of the remaining factors -the biological ones. In particular, the probability of life emerging on an Earth-like planet, fi, remains completely unknown. In the 1960s and 1970s, most scientists assumed that the origin of life was a freak event, an accident of chemistry of such low probability that it would be unlikely to have occurred twice within the observable universe. Today, however, many distinguished scientists express a belief that life will be almost inevitable on a rocky planet with liquid water - a “cosmic imperative,” to use the evocative term of Christian de Duve. But this sentiment is based on little more than fashion. One may assign a probability to a process only after the mechanism that brings about that process is known. As we have little knowledge of how a nonliving mix of chemicals is transformed into a living thing, we can say almost nothing about its likelihood. Indeed, it is easy to imagine plausible constraints on the chemical pathway to life that would make its successful passage infinitesimally small. In the case of the fifth term in the Drake Equation - the probability that intelligence will evolve if life gets going - at least we have a well-understood mechanism (Darwinian evolution) on which to base a probability estimate (though it still remains deeply problematic). The same is true of the remaining terms. Thus, the uncertainty in the number of communicating civilizations in the galaxy, N, is overwhelmingly dominated by fi.

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U2 - 10.1017/CBO9781139683593.017

DO - 10.1017/CBO9781139683593.017

M3 - Article

AN - SCOPUS:84954150699

SP - 298

EP - 311

JO - Scanning Electron Microscopy

JF - Scanning Electron Microscopy

SN - 0586-5581

ER -