Hicksian Demand Function

Hicksian Demand Function

In microeconomics, a consumer's Hicksian demand correspondence is the demand of a consumer over a bundle of goods that minimizes their expenditure while delivering a fixed level of utility. If the correspondence is actually a function, it is referred to as the Hicksian demand function, or compensated demand function. The function is named after John Hicks.

Mathematically,

where h(p,u) is the Hicksian demand function, or commodity bundle demanded, at price level p and utility level . Here p is a vector of prices, and X is a vector of quantities demanded so that the sum of all pixi, is the total expense on goods X.

Read more about Hicksian Demand Function:  Relationship To Other Functions, Hicksian Demand and Compensated Price Changes, Mathematical Properties

Famous quotes containing the words demand and/or function:

    Most of the ladies and gentlemen who mourn the passing of the nation’s leaders wouldn’t know a leader if they saw one. If they had the bad luck to come across a leader, they would find out that he might demand something from them, and this impertinence would put an abrupt and indignant end to their wish for his return.
    Lewis H. Lapham (b. 1935)

    “... The state’s one function is to give.
    The bud must bloom till blowsy blown
    Its petals loosen and are strown;
    And that’s a fate it can’t evade
    Unless ‘twould rather wilt than fade.”
    Robert Frost (1874–1963)