Quadrant
Quadrant is an Australian monthly magazine focused on literature, ideas, essays, and policy commentary, founded in 1956 by Richard Krygier as the official journal of the Australian Association for Cultural Freedom.[1][2] Established amid Cold War tensions, it emerged from the international Congress for Cultural Freedom, an anti-communist initiative that received covert funding from the CIA to counter Soviet cultural influence and promote liberal democratic values in intellectual discourse.[3][1] The publication's first editor was poet and critic James McAuley, who shaped its early emphasis on high literary standards, rational debate, and resistance to ideological conformity.[1] Over nearly seven decades, Quadrant has maintained a commitment to independent thought, publishing fiction, poetry, and analytical pieces that often challenge progressive orthodoxies in Australian academia, media, and culture.[2] It gained prominence for its role in intellectual debates, including the "history wars" under long-time editor Keith Windschuttle (2008–2025), who critiqued postmodernist interpretations of Australia's past and defended empirical historiography against what he termed fabricated narratives of colonial atrocities.[4] The magazine's editorial stance aligns with classical liberalism and cultural conservatism, prioritizing free speech and skepticism toward institutional biases, particularly those observed in left-leaning establishments.[2][5] Quadrant's influence extends to shaping public discourse on issues like multiculturalism, indigenous policy, and free enterprise, with contributors including prominent figures such as Geoffrey Blainey and P.P. McGuinness.[6] While celebrated for its longevity and defense of Enlightenment values—marking 50 years in 2006 with events attended by political leaders—it has faced accusations of partisanship from critics who view its positions as increasingly aligned with conservative politics, though its self-described mission remains rooted in fostering debate essential to free societies.[6][2]Geometry and Mathematics
Coordinate Quadrants in Plane Geometry
The Cartesian coordinate plane, formed by two perpendicular number lines intersecting at the origin (0,0), divides the plane into four infinite regions called quadrants. These quadrants are numbered Roman numerals I through IV, proceeding counterclockwise from the region where both the x-coordinate and y-coordinate are positive. The boundaries of the quadrants are the axes themselves, with points on the axes (except the origin) belonging to no quadrant, and the origin shared among all but assigned to none specifically. This system facilitates locating points, graphing functions, and analyzing geometric relationships based on coordinate signs.[7][8][9]| Quadrant | x-coordinate sign | y-coordinate sign | Example point |
|---|---|---|---|
| I | Positive | Positive | (3, 4) |
| II | Negative | Positive | (-3, 4) |
| III | Negative | Negative | (-3, -4) |
| IV | Positive | Negative | (3, -4) |