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We constructed age scenarios to give possible age estimates for the trees studied.
Such gendered and generational roles have been discussed elsewhere in relation to cross-cultural and age scenarios (Rubin 2012).
Based on age scenarios and the Gompertz growth equation, the age of trees studied seems to be from 200 up to 650 years.
We have attempted to obtain probable age estimates by fitting age scenarios that exploit all available and compatible growth rate and date information to the sigmoid Gompertz growth model.
We derive age scenarios from the bomb peak dates and possible combinations of dates of older samples, based on the midpoints of calendar ranges according to 1 sigma radiocarbon ages.
Age scenarios (see Methods) used to approximate the age of trees are presented in Table 2 and Fig. 5. Date combinations are based on calibrated calendar dates (midpoints of 1 sigma ranges) of C dated samples.
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gas age, scenario name, high production number of gaseous fuel cars.
E-mobility age, scenario name, high production number of electric cars.
The post-bomb C content of A. tortilis wood gives valuable information on tree growth and is required to assess the age scenario approach applied here.
The post-bomb C content of A. tortilis wood provide valuable information about tree growth and is required to assess the age scenario approach adopted here.
In Figure 6a (only TIV vaccination), scenario 2 would prevent 12.7 million more symptomatic cases in 10 years than scenario 1 would; in Figure 6b (LAIV and TIV vaccination) and 6c (only LAIV vaccination for children from 2 years of age), scenario 2 would prevent 21.5 million more symptomatic cases in 10 years than scenario 1 would.
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