Let $X= \{(a,b)|a,b\in \mathbb R\}$. Suppose that we have a weak preference relation $R$ (its strict part is denoted by $P$ defined on $X$. Assume that $P$ is coordinate-wise strictly monotonic ...

# Preference relation

Preference relation

Let $X= \{(a,b)|a,b\in \mathbb R\}$. Suppose that we have a weak preference relation $R$ (its strict part is denoted by $P$ defined on $X$. Assume that $P$ is coordinate-wise strictly monotonic ...

Let $X= \{(a,b)|a,b\in \mathbb R\}$. Suppose that we have a weak preference relation $R$ (its strict part is denoted by $P$ defined on $X$. Assume that $P$ is coordinate-wise strictly monotonic ...