The set of all Pareto efficient allocations

The Pareto frontier is the set of all Pareto efficient allocations, conventionally shown graphically.

The set of all Pareto optimal policies

The set of all Pareto optimal policies is referred to as the Pareto frontier.

the set of parameterizations (allocations) that are all Pareto efficient

For a given system, the Pareto frontier or Pareto set is the set of parameterizations (allocations) that are all Pareto efficient.

to a set of Pareto Optimal designs that, when combined with a Scoring Algorithm, can be evaluated on how well these designs align with previously determined values

The Pareto Frontier refers to a set of Pareto Optimal designs that, when combined with a Scoring Algorithm, can be evaluated on how well these designs align with previously determined values.

the set of maximal elements

In Pareto efficiency, a Pareto optimum is a maximal element with respect to the partial order of Pareto improvement, and the set of maximal elements is called the Pareto frontier.

a graph that plots the best solutions for each objective

A Pareto frontier is a graph that plots the best solutions for each objective.

a concept from economic choice theory, which mathematically represents the set of preferences where improvement along one parameter is not possible without reduction along another

: The Pareto Frontier is a concept from economic choice theory, which mathematically represents the set of preferences where improvement along one parameter is not possible without reduction along another.

the set of situations where we can't improve in one area without being worse in another area

The Pareto frontier is the set of situations where we can't improve in one area without being worse in another area.

a set of solutions that represents the best trade-off between all the objective functions

The Pareto frontier is a set of solutions that represents the best trade-off between all the objective functions.

and the diminishing returns in trading one for the other between performance and cost

The Pareto frontier is convex, showing the trade-offs between performance and cost and the diminishing returns in trading one for the other.

a tradeoff constraint between two or more variables, time and money in this case

For those of you who are not familiar with the concept, a Pareto frontier represents a tradeoff constraint between two or more variables, time and money in this case.

a function that identifies for a given installed capacity target the portfolio (or combination) of dams with the lowest amount of GHG emissions, or conversely, for a given GHG emission target, the portfolio of dams with the highest installed capacity

The Pareto frontier is a function that identifies for a given installed capacity target the portfolio (or combination) of dams with the lowest amount of GHG emissions, or conversely, for a given GHG emission target, the portfolio of dams with the highest installed capacity.

the curve plotting the Pareto set

The set of tradeoff designs that cannot be improved on according to one criterion without harming another criterion is called the Pareto set, and the curve plotting the Pareto set is called the Pareto frontier.

the black curve connecting these two points

Pareto frontier is the black curve connecting these two points.

a set that can be evaluated on how well they align with previously determined values of Pareto Optimal designs

Briefly, designs are considered Pareto Optimal when there is no way to improve on any one design parameter without worsening another, and the Pareto Frontier describes a set of Pareto Optimal designs that can be evaluated on how well they align with previously determined values.

The collection of yellow points on each method’s graph

The collection of yellow points on each method’s graph are known as graph's Pareto frontier.

For those of you who are not familiar with the concept time and money in this case

For those of you who are not familiar with the concept, a Pareto frontier represents a tradeoff constraint between two or more variables, time and money in this case.