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$$q = \frac{ {\bar{p}}\cdot{q} }{ {\bar{p}}\cdot{\bar{q}} } \bar{q} + (q - \frac{ {\bar{p}}\cdot{q} }{ {\bar{p}}\cdot{\bar{q}} } \bar{q})$$ | $$q = \frac{ {\bar{p}}\cdot{q} }{ {\bar{p}}\cdot{\bar{q}} } \bar{q} + (q - \frac{ {\bar{p}}\cdot{q} }{ {\bar{p}}\cdot{\bar{q}} } \bar{q})$$ | ||
Where we label the first term as | Where we label the first term as Along Reference Basket and the second one as Barter. | ||
== Supplemental materials == | == Supplemental materials == |
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