Consumer isotope ratio variances for L_C

m

name

${\Sigma }_{0bm}$

${\nu }_{0bm}$

1

croaker

$\text{diag}\left({2.75}^2{\mathrm{,0.50}}^2{\mathrm{,1.49}}^2\right)$

3

CNS^SM93

2

pigfish

$\text{diag}\left({0.85}^2{\mathrm{,0.87}}^2{\mathrm{,1.71}}^2\right)$

6

CNS^SM93

3

pinfish

$\text{diag}\left({0.35}^2{\mathrm{,0.57}}^2{\mathrm{,0.81}}^2\right)$

2 + 1

CNS^SM93

4

mojarra

$\text{diag}\left({0.35}^2{\mathrm{,0.57}}^2{\mathrm{,0.81}}^2\right)$

3

as pinfish^g

5

perch

$\text{diag}\left({2.75}^2{\mathrm{,0.50}}^2{\mathrm{,1.49}}^2\right)$

3

as croaker^g

6

dolphin

$\text{diag}\left({1.00}^2{\mathrm{,1.00}}^2{\mathrm{,1.73}}^2\right)$

3

inflating sample var^g

Consumer diet proportions for L_C

m

name

${\pi }_{0m}^{\text{T}}$

$J_0$

1

croaker

$\left(\mathrm{0.20,0.20,0.20,0.20,0.20}\right)$

5 = S

diet^g

2

pigfish

$\left(\mathrm{0.20,0.20,0.20,0.20,0.20}\right)$

5

diet^g

3

pinfish

$\left(\mathrm{0.20,0.20,0.20,0.20,0.20}\right)$

5

diet^g

4

mojarra

$\left(\mathrm{0.20,0.20,0.20,0.20,0.20}\right)$

5

diet^g

5

perch

$\left(\mathrm{0.20,0.20,0.20,0.20,0.20}\right)$

5

diet^g

6

dolphin

$\left(\mathrm{0.20,0.20,0.20,0.20,0.20}\right)$

(of fish consumers 1 - 5)

5

diet^g

3

pinfish

$\left(\mathrm{0.47,0.30,0.05,0.06,0.12}\right)$

10

diet^WAG07

6

dolphin

$\left(\mathrm{0.23,0.23,0.23,0.08,0.23}\right)$

(of fish consumers 1 - 5)

10

diet^g

Consumer trophic levels for L_C

Source trophic levels

m

name

$\text{Uniform}\left({\lambda }_{0m1}\mathrm{,}{\lambda }_{0m2}\right)$

s name

${\lambda }_{0s}$

1

croaker

(1, 5)

1 epiphytes

1

Consumer^g

2

pigfish

(1, 5)

2 macroalgae

1

Source^g

3

pinfish

(1, 5)

3 benthic

1

4

mojarra

(1, 5)

4 plankton

1

5

perch

(1, 5)

5 seagrass

1

6

dolphin

(2, 6)

m

name

$\text{Normal}\left({\lambda }_{0m1}\mathrm{,}{\lambda }_{0m2}\right)$

Consumer^AW06,AW08

1

croaker

(2.87, 0.19²) from $n=175$

2

pigfish

(2.16, 0.41²) as pinfish

3

pinfish

(2.16, 0.41²) from $n=316$

4

mojarra

(2.16, 0.41²) as pinfish

5

perch

(2.87, 0.19²) as croaker

6

dolphin

$\left(2.16+\mathrm{1,}{\left(0.41+0.2\right)}^2\right)$ as pinfish