Table 3 Elasticities for the probabilities \(\beta _1(j)\), \(j\in \{1,2,3,8,4P,8P\}\), with respect to parameter \(\theta \in \{ \mu _1,\nu _1,\mu _2,\nu _{24},\nu _{28}, \lambda _4,\lambda _8,\mu _4,\mu _8,\nu _4,\nu _8\}\). They are given by \((\partial \beta _1(j)/ \partial \theta )/(\beta _i(j)/ \theta )\), with cell fate probabilities (in rows) and model parameters (in columns).

From: Stochastic journeys of cell progenies through compartments and the role of self-renewal, symmetric and asymmetric division

\(\frac{\partial \beta _i(j)}{\partial \theta }/\frac{\beta _i(j)}{\theta }\)

\(\mu _1\)

\(\nu _1\)

\(\mu _2\)

\(\nu _{24}\)

\(\nu _{28}\)

\(\lambda _4\)

\(\lambda _8\)

\(\mu _4\)

\(\mu _8\)

\(\nu _4\)

\(\nu _8\)

\(\beta _1(1)\)

0.34

\(-0.34\)

0

0

0

0

0

0

0

0

0

\(\beta _1(2)\)

\(-0.66\)

0.66

0.08

\(-0.04\)

\(-0.04\)

0

0

0

0

0

0

\(\beta _1(4)\)

\(-0.66\)

0.66

\(-0.92\)

0.96

\(-0.04\)

0

0

0.84

0

\(-0.84\)

0

\(\beta _1(8)\)

\(-0.66\)

0.66

\(-0.92\)

\(-0.04\)

0.96

0

0

0

0.56

0

\(-0.56\)

\(\beta _1(4P)\)

\(-0.66\)

0.66

\(-0.92\)

0.96

\(-0.04\)

0

0

\(-0.16\)

0

0.16

0

\(\beta _1(8P)\)

\(-0.66\)

0.66

\(-0.92\)

\(-0.04\)

0.96

0

0

0

\(-0.44\)

0

0.44