The phrase "allocation of leisure" is correct and usable in written English.
It can be used when discussing how leisure time is distributed or managed in various contexts, such as personal time management or economic studies.
Example: "The allocation of leisure time is crucial for maintaining a healthy work-life balance."
Alternatives: "distribution of leisure" or "management of free time".
First, to what extent do genes and environments contribute to individual differences in the allocation of leisure time?
Our first two questions sought to determine the type and magnitude of genetic and environmental influences on the allocation of leisure time and whether they differed between sexes.
Using a twin design to understand the etiology of individual differences in the allocation of leisure time allowed us to investigate three questions.
Family, economic circumstances, and peers have all been implicated as meaningful influences on the allocation of leisure time [ 1, 13– 15].
Our results suggest the importance of heritable influences on the allocation of leisure time activity by adolescents and highlight the importance of environmental experiences in these choices.
These findings indicated that although the allocation of leisure time activity was influenced by the same genes in males and females, the magnitude of their impact was different between the sexes.
Her specialty, the labor demographics of women and older workers, infused her articles and books, including "Sex in the Marketplace: American Women at Work" (1971), which examined employment discrimination and the burdens of working women with families; "Lifetime Allocation of Work and Leisure: Essays in the Economy of Aging" (1971); and "Women and the American Economy" (1976).
Changes in time allocation may reflect partners' valuation of leisure together versus leisure separate, which may also vary when a substantial amount of time becomes available due to retiring from work.
In the economic literature on labor supply and time allocation, individuals maximize the utility of leisure and consumption, subject to a budget constraint and a time constraint (there are only 24 h per day).
and the allocation of child time between leisure and schooling depends on the relative cost of schooling, which is: ∂ u ∂ l C ∂ u ∂ e = aw p + aw (8).
Given the way in which public good provision has been introduced (i.e. with additive separability), the equilibrium allocation of (private) consumption and leisure is invariant to preference parameter (pi ).
