Exchange Currency

constant returns to scale

A property of a production function such that scaling all inputs by any positive constant also scales output by the same constant. Such a function is also called homogeneous of degree one or linearly homogeneous. CRTS is a critical assumption of the H-O Model of international trade. Contrasts with increasing returns and decreasing returns.

Related information about constant returns to scale:
  1. Returns to scale - Wikipedia, the free encyclopedia
    If output increases by that same proportional change then there are constant returns to scale (CRS). If output increases by less than that proportional change, ...
     
  2. Constant Returns to Scale - Economics - About.com
    Constant Returns to Scale Defined - A Dictionary Definition of Constant Returns to Scale.
     
  3. What is constant returns to scale? definition and meaning
    Definition of constant returns to scale: Production process with neither economies nor diseconomies of scale: the output of the process increases or decreases ...
     
  4. Returns to Scale - YouTube
    Apr 15, 2011... returns to scale and discusses the distinction between increasing returns to scale, decreasing returns to scale, and constant returns to scale.
     
  5. Constant returns to scale - AmosWEB
    A given proportional change in all resources in the long run results in the same proportional change in production. Constant returns to scale exists if a firm ...
     
  6. economies of scale, diseconomies of scale, constant returns to scale
    Economies of scale, diseconomies of scale, and constant returns to scale are all related terms that describe what happens as the scale of production increases.
     
  7. Returns to scale: Definition from Answers.com
    Twice the previous output if there are constant returns to scale (CRS) ... The Cobb-Douglas functional form has constant returns to scale when the sum of the ...
     
  8. Balanced Growth under Constant Returns to Scale - JStor
    Thus we retain constant returns to scale, but permit continuous sub- stitution of inputs. Our difference equations become nonlinear, but re- main fairly simple.