Table 3 Conditional and unconditional adoption probabilities of SAPs

\(P({Y}_{j}=1)\)

0.09

0.43

0.29

0.24

\(P\left({Y}_{j}=1\right| {Y}_{s}=1)\)

1

0.09

0.09

0.06

\(P\left({Y}_{j}=1\right| {Y}_{F}=1)\)

0.46

1

0.60

0.54

\(P\left({Y}_{j}=1\right| {Y}_{M}=1)\)

0.29

0.41

1

0.58

\(P\left({Y}_{j}=1\right| {Y}_{L}=1)\)

0.16

0.30

0.47

1

\(P\left({Y}_{j}=1\right| {Y}_{s}=1, {Y}_{F}=1)\)

1

1

0.40

0.26

\(P\left({Y}_{j}=1\right| {Y}_{s}=1, {Y}_{M}=1)\)

1

0.63

1

0.22

\(P\left({Y}_{j}=1\right| {Y}_{s}=1, {Y}_{L}=1)\)

1

0.74

0.39

1

\(P\left({Y}_{j}=1\right| {Y}_{F}=1, {Y}_{M}=1)\)

0.09

1

1

0.44

\(P\left({Y}_{j}=1\right| {Y}_{F}=1, {Y}_{L}=1)\)

0.08

1

0.61

1

\(P\left({Y}_{j}=1\right| {Y}_{M}=1, {Y}_{L}=1)\)

0.04

0.56

1

1

\(P\left({Y}_{j}=1\right| {Y}_{S}=1, {Y}_{F}=1, {Y}_{M}=1)\)

1

1

1

0.24

\(P\left({Y}_{j}=1\right| {Y}_{S}=1, {Y}_{F}=1, {Y}_{L}=1)\)

1

1

0.37

1

\(P\left({Y}_{j}=1\right| {Y}_{S}=1, {Y}_{M}=1, {Y}_{L}=1)\)

1

0.70

1

1

\(P\left({Y}_{j}=1\right| {Y}_{F}=1, {Y}_{M}=1, {Y}_{L}=1)\)

0.05

1.00

1

1