Pareto optimal, also known as Pareto efficiency, is a concept in economics and game theory where an allocation of resources is deemed efficient if no one can be made better off without making someone else worse off. The spelling of this term is pronounced /pəˈreɪtoʊ ˈɑːptɪməl/. The first syllable, "pa," is pronounced as "puh," the second syllable, "re," rhymes with "day," and the third syllable, "to," rhymes with "dough." Lastly, the second word "optimal" is pronounced "ahp-tuh-muhl."
Pareto optimal is a concept used in economics and game theory to describe an outcome or allocation where it is impossible to make any individual better off without making at least one individual worse off. It refers to a state in which resources are allocated in the most efficient and equitable manner possible, given a set of constraints or limitations. The term is derived from the Italian economist Vilfredo Pareto, who developed the concept in the late 19th century.
In a Pareto optimal situation, the distribution of resources is such that no one can be made better off without reducing the welfare or satisfaction of someone else. This implies that any reallocation of resources would necessarily involve trade-offs, where one person's gain comes at the expense of someone else's loss.
Pareto optimality is often used as a benchmark to assess the efficiency and fairness of various economic systems or policies. It is particularly relevant in situations involving finite resources or conflicting interests, such as bargaining or negotiation processes. By evaluating whether an outcome is Pareto optimal, policymakers and economists can determine if there are potential gains from trade or possible redistributions of resources that could improve overall societal welfare.
The term "Pareto optimal" originates from the Italian economist Vilfredo Pareto (1848-1923), who was known for his work in economics, sociology, and political science. Pareto introduced the concept of Pareto efficiency or Pareto optimality in his book "Manual of Political Economy" published in 1906.
The word "optimal" relates to the Latin word "optimus" meaning "best" or "most favorable". Pereoto used the term to describe a state in which it is impossible to make any improvement to benefit one individual or entity without making another individual or entity worse off. This concept was often applied to the analysis of resource allocation and the idea that in a Pareto optimal outcome, resources are distributed in such a way that it is impossible to make any individual better off without making someone else worse off.