Vanity sizing
From Wikipedia, the free encyclopedia
Vanity sizing, also known as size inflation is used to refer to the phenomenon of ready-to-wear clothing of the same nominal size becoming larger over time, with the implication that manufacturers do so to satisfy the buyer's wish to appear thin. This also means that some customers may have to wear smaller nominal sizes without much change in their body shape.
The issue of vanity sizing occurs primarily in the United States, where manufactures are allowed to devise and change their own sizing system (the US standard clothing size is not in use). In many other parts of the world where sizing is standardized by objective measurement, it is not known to be a significant problem.
Vanity sizing may result in the removal of a garment of smallest measurements. If, for example, all garments were taken down a size, what was previously the smallest garment would no longer exist in that line of clothing. So as not to lose customers, companies often add smaller and smaller size labels, the smallest thus far being subzero.
[edit] Controversy
It is generally acknowledged that clothing of the same nominal size has become larger over the years. For example, vintage clothing is often smaller than contemporary clothing of the same nominal size<ref>Vanity sizing alive, well</ref>. However, the motivation for this change remains undetermined.
In 2003, a study measured over 1,011 pairs of women's pants<ref>Clothing Size Variation in Women’s Pants, Kinley, T. R. Clothing and Textiles Research Journal, 21(1), 19-31 (2003)</ref>. It was found that the more expensive brands tend to be larger than cheaper ones of the same nominal size. Elsewhere, the author suggested it may be used to make customers feel better about themselves<ref>Study questions the sizing methods in women's apparel</ref>
On the other hand, some people argue that vanity sizing may have other reasons<ref>The myth of vanity sizing</ref>. As people in developed countries become heavier, it would be reasonable to increase the size of "medium" to reflect the population average.

