Normative - Statement about how things SHOULD be. Expresses whether a situation is desirable or undesirable. http://ingrimayne.com/econ/Introduction/Normativ.html
Tractable - easily managed, controlled.
Parsimonious -
Parsimony is also a factor in statistics: in general, mathematical models with the smallest number of parameters are preferred as each parameter introduced into the model adds some uncertainty to it. Additionally, adding too many parameters leads to "connect-the-dots" curve-fitting which has little predictive power. In general terms, it may be said that applied statisticians (such as process control engineers) value parsimony quite highly, whereas mathematicians prefer to have a more predictive model even if a large number of parameters are required.
Pareto Optimality - Given a set of alternative allocations of, say, goods or income for a set of individuals, a movement from one allocation to another that can make at least one individual better off without making any other individual worse off is called a Pareto improvement. An allocation is Pareto efficient or Pareto optimal when no further Pareto improvements can be made. This is often called a Strong Pareto Optimum (SPO). http://en.wikipedia.org/wiki/Pareto_efficiency
Monotonic - In calculus, a function f defined on a subset of the real numbers with real values is called monotonic (also monotonically increasing, increasing, or non-decreasing), if for all x and y such that x ≤ y one has f(x) ≤ f(y), so f preserves the order. Likewise, a function is called monotonically decreasing (also decreasing, or non-increasing) if, whenever x ≤ y, then f(x) ≥ f(y), so it reverses the order. http://en.wikipedia.org/wiki/Monotonic#Monotonic_logic
Endogenous - The word endogenous means "arising from within", the opposite of exogenous.
Exogenous - Exogenous (or exogeneous) (from the Greek words "exo" and "gen", meaning "outside" and "production") refers to an action or object coming from outside a system. It is the opposite of endogenous, something generated from within the system.
Stochastic - to·chas·tic (st
adj.
1. Of, relating to, or characterized by conjecture; conjectural.
2. Statistics
a. Involving or containing a random variable or variables: stochastic calculus.
b. Involving chance or probability: a stochastic stimulation.