Hallin's spheres

a circle with the words "sphere of consensus", with a larger second concentric circle around it with the words "sphere of controversy", with additional writing outside the second circle "sphere of deviance"
Hallin's spheres: sphere of consensus, sphere of controversy and sphere of deviance

Hallin's spheres is a theory of news reporting and its rhetorical framing posited by journalism historian Daniel C. Hallin in his 1986 book The Uncensored War to explain the news coverage of the Vietnam War.[1] Hallin divides the world of political discourse into three concentric spheres: consensus, legitimate controversy, and deviance. In the sphere of consensus, journalists assume everyone agrees. The sphere of legitimate controversy includes the standard political debates, and journalists are expected to remain neutral. The sphere of deviance falls outside the bounds of legitimate debate, and journalists can ignore it. These boundaries shift, as public opinion shifts.[2] Hallin's spheres, which deals with the media, are similar to the Overton window, which deals with public opinion generally, and posits a sliding scale of public opinion on any given issue ranging from conventional wisdom to unacceptable.

Hallin used the concept of framing to describe the presentation and reception of issues in public. For example, framing the use of drugs as criminal activity can encourage the public to consider that behavior anti-social. Hallin's work was later referred to in the controversial formulation of the concept of an opinion corridor, in which the range of acceptable public opinion narrows, and opinion outside that corridor moves from legitimate controversy into deviance. [citation needed]

  1. ^ Hallin, Daniel (1986). The Uncensored War: The Media and Vietnam. New York: Oxford University press. pp. 116–118. ISBN 0-19-503814-2.
  2. ^ Mindich, David (July 15, 2016). "For journalists covering Trump, a Murrow moment". Columbia Journalism Review.

© MMXXIII Rich X Search. We shall prevail. All rights reserved. Rich X Search