Proteins in thyroid tissue with differential expression levels above or below 1.5 for all activity groups (0.5, 5, 50 and 500 kBq) (totally 133 proteins). by Malin Larsson (1616557)

Design of the D-trial. by Torsten Schober (20485754)

“…Empirical models for the relationships between the investigated plant traits and PD/DVP were created using linear regression analysis preceded by a lack-of-fit test. An increase in PD led to a linear decrease in inflorescence yield per plant (<i>p</i> = 0.02), whereas a positive linear relationship was found for inflorescence yield (<i>p</i> = 0.0001) and CBD yield (<i>p</i> = 0.0002) per m². …”

Estimated mean values for light interception. by Torsten Schober (20485754)

“…Empirical models for the relationships between the investigated plant traits and PD/DVP were created using linear regression analysis preceded by a lack-of-fit test. An increase in PD led to a linear decrease in inflorescence yield per plant (<i>p</i> = 0.02), whereas a positive linear relationship was found for inflorescence yield (<i>p</i> = 0.0001) and CBD yield (<i>p</i> = 0.0002) per m². …”

Raw data V-trial. by Torsten Schober (20485754)

“…Empirical models for the relationships between the investigated plant traits and PD/DVP were created using linear regression analysis preceded by a lack-of-fit test. An increase in PD led to a linear decrease in inflorescence yield per plant (<i>p</i> = 0.02), whereas a positive linear relationship was found for inflorescence yield (<i>p</i> = 0.0001) and CBD yield (<i>p</i> = 0.0002) per m². …”

Raw data D-trial. by Torsten Schober (20485754)

“…Empirical models for the relationships between the investigated plant traits and PD/DVP were created using linear regression analysis preceded by a lack-of-fit test. An increase in PD led to a linear decrease in inflorescence yield per plant (<i>p</i> = 0.02), whereas a positive linear relationship was found for inflorescence yield (<i>p</i> = 0.0001) and CBD yield (<i>p</i> = 0.0002) per m². …”

The effect of NaCl on frozen α₂M preparations. by Amy R. Wyatt (759221)

Infections per activity type. by Sebastian A. Müller (10688740)

Reproduction number per activity type. by Sebastian A. Müller (10688740)

Unrestricted base case, but with initial disease import from data. by Sebastian A. Müller (10688740)

Percent reduction of <i>R</i> in other studies. by Sebastian A. Müller (10688740)

Hospitalized persons for different calibration runs compared to real data. by Sebastian A. Müller (10688740)

Calibration parameter Θ and activity participation for the different out of sample predictions shown in Fig 17. by Sebastian A. Müller (10688740)

Change in activity participation compared to the baseline for normal workdays. by Sebastian A. Müller (10688740)

Reproduction number <i>R</i>(<i>t</i>) for the duration of the simulation. by Sebastian A. Müller (10688740)

Simulations with reductions of activity participation as obtained from mobility data. by Sebastian A. Müller (10688740)

Normalized contact intensities <i>ci</i>′, relative to the contact intensity at home, . by Sebastian A. Müller (10688740)

Outdoors fraction for activities of type leisure, depending on the temperature of each day. by Sebastian A. Müller (10688740)

Final model. by Sebastian A. Müller (10688740)

How duration (in hours) translates into the infection probability for two different contact intensities. by Sebastian A. Müller (10688740)

Disease progression model. by Sebastian A. Müller (10688740)