Regulation of cell growth and proliferation has a fundamental role in animal and plant development and in the progression of cancer. In the context of development, it is important to understand the mechanisms that coordinate growth and patterning of tissues. Imaginal discs, which are larval precursors of fly limbs and organs, have provided much of what we currently know about these processes. Here, we consider the mechanism that is responsible for the observed uniformity of growth in wing imaginal discs, which persists in the presence of gradients in growth inducing morphogens in spite of the stochastic nature of cell division. The phenomenon of ''cell competition,'' which manifests in apoptosis of slowergrowing cells in the vicinity of faster growing tissue, suggests that uniform growth is not a default state but a result of active regulation. How can a patch of tissue compare its growth rate with that of its surroundings? A possible way is furnished by mechanical interactions. To demonstrate this mechanism, we formulate a mathematical model of nonuniform growth in a layer of tissue and examine its mechanical implications. We show that a clone growing faster or slower than the surrounding tissue is subject to mechanical stress, and we propose that dependence of the rate of cell division on local stress could provide an ''integral-feedback'' mechanism stabilizing uniform growth. The proposed mechanism of growth control is not specific to imaginal disc growth and could be of general relevance. Several experimental tests of the proposed mechanism are suggested.Drosophila melanogaster ͉ imaginal disc ͉ mechanics ͉ stress U nderstanding the principles and mechanisms involved in animal and plant development remains an outstanding challenge for modern biology (1, 2). Among the fundamental problems is the problem of understanding how organisms (or organs and body parts) coordinate their growth with internal patterning to achieve correct size and proportions (3-5). A fruit fly, Drosophila melanogaster, has been an invaluable model of development in general and organogenesis in particular (6, 7). Below, we focus on the question of growth control (8, 9) in the context of a wing imaginal disc (7), which is the larval precursor of the adult wing. We point out that nonuniform growth in a layer of cells that adhere to each other (as is the case for imaginal discs) leads to accumulation of mechanical stress. This stress may provide cells with a feedback signal, regulating cell division and insuring stable and uniform growth of tissue. To describe this process quantitatively, we formulate and analyze a mathematical model of mechanical deformation in growing tissue. We show that the proposed mechanical feedback model could naturally explain certain salient features of growth in imaginal discs, such as ''cell competition'' (6, 10, 11), and suggest experiments that would directly test the model.The possible role of mechanical interactions in growth has been suggested, most explicitly in the context of plant development (12-15). Ho...