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Table 2 Comparison of run times of FFVA and VFFVA in small models in seconds. The results are presented as the mean and standard deviation of five runs

From: VFFVA: dynamic load balancing enables large-scale flux variability analysis

Model

FFVA mean(std) loading and analysis time

VFFVA mean(std) loading and analysis time

FFVA mean(std) analysis only

2 cores

Ecoli_core

19.5(0.5)

0.2(0.01)

0.37(0.1)

P_putida

19.2(0.7)

0.6(0.02)

0.81(0.09)

EcoliK12

20.4(0.6)

2.2(0.06)

2.41(0.09)

4 cores

Ecoli_core

19.6(0.6)

0.2(0.005)

0.32(0.01)

P_putida

19.4(1)

0.5(0.02)

0.61(0.01)

EcoliK12

20(0.8)

1.3(0.04)

1.64(0.08)

8 cores

Ecoli_core

19.4(0.5)

0.2(0.03)

0.35(0.05)

P_putida

19.6(0.7)

0.4(0.04)

0.53(0.009)

EcoliK12

20(0.49)

0.9(0.01)

1.22(0.08)

16 cores

Ecoli_core

20.2(0.4)

0.2(0.008)

0.41(0.05)

P_putida

19.5(0.4)

0.4(0.04)

0.51(0.03)

EcoliK12

22(0.7)

0.7(0.01)

0.87(0.03)

32 cores

Ecoli_core

22.2(0.4)

0.3(0.008)

0.6(0.12)

P_putida

21.5(0.6)

0.4(0.01)

0.53(0.004)

EcoliK12

21.5(0.6)

0.6(0.03)

0.78(0.04)