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t j k ( h ) = Pr { k occurs at x + h | j occurs at x } {\displaystyle t_{jk}(\mathbf {h} )={\text{Pr}}\{k{\text{ occurs at }}\mathbf {x} +\mathbf {h} \ |\ j{\text{ occurs at }}\mathbf {x} \}}
T ( h ϕ ) = exp ( R ϕ h ϕ ) {\displaystyle \mathbf {T} (h_{\phi })={\text{exp}}(\mathbf {R} _{\phi }h_{\phi })}
L ¯ j , ϕ = − 1 r j j , ϕ {\displaystyle {\bar {L}}_{j,\phi }={\frac {-1}{r_{jj,\phi }}}}
r j k = p k p j r k j {\displaystyle r_{jk}={\frac {p_{k}}{p_{j}}}r_{kj}}
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