any
correlation coefficient,
regression coefficient,
factor loading, or similar
parameter estimate having a value that is impossible or very rare (e.g., a negative
error variance estimate). Heywood cases may indicate any of the following: a sample that is too small to adequately estimate the parameters; data that do not have a
normal distribution or that contain
outliers; a misspecified model that is not appropriate for the data; or a parameter whose true value is so close to a boundary (e.g., 1 or 0) in the population that its estimate exceeded this limit due to sampling fluctuation.