Network Persistence and the Axis of Hierarchy: How Orderly Stratification Is Implicit in Sticky Struggles (Key Issues in Modern Sociology) - Hardcover

Inhaltsangabe

“Network Persistence and the Axis of Hierarchy” reimagines the very nature of social life starting from quite ordinary, even banal considerations, culminating in conclusions that challenge central, universally held tenets. The main argument shows how networks, modestly redefined as a strong, yet imperfect tendency for pairings to recur day after day, that is, stickiness, imply a singular axis of stratification. This is contrary to the nearly universal insistence that stratification is multidimensional. Reanalysis of three central mobility data sets strongly sustains the novel claim. Network concepts provide a supple base for analysis whereby order and regularity are firmly enforced in network neighborhoods by repetitive, often collective, action and mutual regulation but are not necessarily uniform or universal across locales. This provides new takes, often quite radical, on accounts of structure and order by authors such as Bourdieu, Collins and Parsons. The new formulation local rules but not necessarily global rules allows for a plural reality where varied theoretical ideals are possible and could occur but are not inevitable or universal. This tames the otherwise inevitable cacophony of competing foundational accounts whose claims to universality exclude some to much of what is claimed by rivals. Meanwhile, the potential lability of plural possibilities is sharply constrained by the overarching principal axis of stratification which is the joint condition of social life.

Network Persistence and the Axis of Hierarchy shows how networks, modestly redefined as a strong, yet imperfect tendency for pairings to recur day after day, that is, stickiness, imply a singular axis of stratification. This is contrary to the nearly universal insistence that stratification is multidimensional. Reanalysis of three central mobility data sets sustains the novel claim. Network concepts provide a supple base for analysis whereby order and regularity are strongly sustained in network neighborhoods but are not necessarily uniform or universal. This provides new takes, often quite radical, on accounts of structure and order by authors such as Pierre Bourdieu, Randall Collins and Talcott Parsons.

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