Directions of Change in Positive Adult Development
To determine whether a particular development in adulthood is positive or not, a value-judgment must be made about what kind of change in adult life is optimal or beneficial, and correspondingly what changes in adulthood are negative or deleterious. There are a number of competing standards for what constitutes positive development in adulthood, which can be broadly grouped into five directions (Robinson, 2012); orthogenetic (becoming more hierarchically complex), selective/adaptive (becoming more likely to pass on your genes and for offspring to survive and thrive), veridical (becoming less biased in your view of the world), eudemonic (becoming happier and healthier) and virtuous (becoming a better person from a particular moral or ethical standpoint).
Read more about this topic: Positive Adult Development
Famous quotes containing the words directions, change, positive, adult and/or development:
“The traditional husband/father has always made choices concerning career, life-styles, values, and directions for the whole family, but he generally had another person on the team—called a wife. And his duties were always clear: Bring home the bacon and take out the garbage.”
—Donna N. Douglass (20th century)
“If you live in Europe ... things change ... but continuity never seems to break. You don’t have to throw the past away.”
—Nadine Gordimer (b. 1923)
“I have always had something to live besides a personal life. And I suspected very early that to live merely in an experience of, in an expression of, in a positive delight in the human cliches could be no business of mine.”
—Margaret Anderson (1886–1973)
“The writer, unlike his non-writing adult friend, has no predisposed outlook; he seldom observes deliberately. He sees what he did not intend to see; he remembers what does not seem wholly possible. Inattentive learner in the schoolroom of life, he keeps some faculty free to veer and wander. His is the roving eye.”
—Elizabeth Bowen (1899–1973)
“I hope I may claim in the present work to have made it probable that the laws of arithmetic are analytic judgments and consequently a priori. Arithmetic thus becomes simply a development of logic, and every proposition of arithmetic a law of logic, albeit a derivative one. To apply arithmetic in the physical sciences is to bring logic to bear on observed facts; calculation becomes deduction.”
—Gottlob Frege (1848–1925)