![]() ![]() He asked, what is the relationship between the different sizes of urban locations and the patterns they form on the landscape? 1Ĭhristaller, inspired by the von Thunen Model and other theories that described abstract spaces governed by economic principles, was trying to find a way to explain the size and distribution of urban areas. We seek the causes of towns being large or small, because we believe that there is some ordering principle heretofore unrecognized that governs their distribution. hy are there.large and small towns, and why are they distributed so irregularly? We seek answers to these questions. in an improbable and apparently senseless manner. While his work was initially published in his home country in 1933, it became hugely influential in the US and UK when an English translation came out in 1966. ![]() Walter Christaller (1893-1969), a German economic geographer, was a leader in quantitative approaches to understanding space that formed an essential part of geography in the 1960s-1980s. Keep reading to learn more about Christaller's Central Place Theory, its definition, and more. You may not know it, but you and the city-dwellers, and the places where you all live, obey economic geographic principles that, when combined with everyone else's actions, are predicted and mapped by central place theory. ![]() But these small city folk, like you, must travel to the nearest big city for the more uncommon and frankly expensive purchases and services: an IKEA, a rock concert, a surgery. You can travel in several directions to any of several small cities, each with 15,000 people or more. There's a certain distance you are willing to travel for the things you want or need on a weekly or monthly basis, right? We're guessing you'll drive up to an hour. Places like that need a certain number of customers to make a profit, and Anytown, USA, population 923, is not going to cut it unless it's along a major highway or near a city. If you come from a small town, you probably know how long it takes to get to the nearest Walmart or Starbucks. ![]()
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