We have constructed a fitness parameter, characterizing the intrinsic attractiveness for patents to be cited, from attributes of the associated inventions known at the time a patent is granted. This exogenously obtained fitness is shown to determine the temporal growth of the citation network in conjunction with mechanisms of preferential attachment and obsolescence-induced ageing that operate without reference to characteristics of individual patents. Our study opens a window on understanding quantitatively the interplay of the rich-gets-richer and fit-gets-richer paradigms that have been suggested to govern the growth dynamics of real-world complex networks.A wide variety of social and economic processes evolve such that success or popularity appear to be selfreinforcing. Significant attention has been given to trying to distinguish the extent to which the apparently selfreinforcing behavior of popularity is purely a property of the dynamic system, versus being generated by intrinsic heterogeneity that allows inherently better agents or products to persistently succeed [1][2][3][4][5][6][7][8][9]. With our increasingly data-rich world enabling more effective ways for measuring quality as well as popularity, this question can now be explored more deeply and in a greater variety of fields [10]. Here we provide an answer within the context of technological innovation, where an accepted measure of popularity is the intensity with which patents accumulate citations [11]. Our construction of a technologydependent single quality score for individual patents from a broad range of patent-quality measures that are exogenous to citations and available at the time of grant is shown to quantify the innate attractiveness of patents to be cited in the future. The ability to account for inherent quality as a driver of citation dynamics enables better observation of other important influences, including the time scale for knowledge obsolescence [12].Empirically, the average rateλ at which the number of citations k accrued by patents [13] increases over time t is observed [12,14,15] to follow an aging-tempered [16] preferential-attachment-type [17][18][19] growth modelλ = A(t) f (k). The asymptotic form f (k) ∼ k α for large k with α > 0 embodies a rich-gets-richer feedback loop whereby more highly cited patents are more likely to gain future citations. Similar behavior is exhibited by the citation dynamics of scientific articles, e.g., those published in the journals of the American Physical Society [20][21][22]. However, the special purpose and associated legal ramifications of citations in patents [11,13] enforce a greater * Present address: degree of caution in citing behavior than is commonly practiced for scientific articles, making patent citations particularly suitable for investigating the relationship between popularity and quality [23].On a phenomenological level, purely preferentialattachment-based models seem to be able to successfully describe the dynamics of how patents receive forward citations. However, they are...