The number of different combinations is 2^(number of voxels). 2^10 is close to 10^3. The number of voxels is 500^3 = 125,000,000 = 10*12,500,000 => 2^(500^3) = 2^(10*12,500,000) ~ 10^(3*12,500,000) = 10^(37,500,000). Because 2^10 is actually 1024 and not 1000, it'll be a bit more and therefore closer to 10^(40 mil.).
I wonder who want to drive cars that driffts FEW METERS along its cours. Hopefully that huge clif in the road is few meter away in the opposite direction
Excellent talk!
wo kahoot?
Diese Woche leider kein Kahoot, muss TED Talks halten.
@@SumriseHD Plus Studenten zerstören
@@lksproduktion6132 jetzt ist leider mein iPad wieder aus dem Wlan geflogen, einen Moment.
@@SumriseHD Der Ton war leider aus
Meine Tochter mag Rosa aber ich mag lieber gelb. **Schaut senil an der Kamera vorbei**
Herr Professor Cremers, wann können wir unsere DS-Prüfungen zurückbekommen?
Excellent presentation!
Great talk!
Excellent
Seems like I'm back in 2008 Uni Bonn Winter Semester class of Foundation of Vision
Exzellenz!
Excellet！
wow
at 5:16, how do we derive the 10^40million figure?
The number of different combinations is 2^(number of voxels). 2^10 is close to 10^3. The number of voxels is 500^3 = 125,000,000 = 10*12,500,000 => 2^(500^3) = 2^(10*12,500,000) ~ 10^(3*12,500,000) = 10^(37,500,000). Because 2^10 is actually 1024 and not 1000, it'll be a bit more and therefore closer to 10^(40 mil.).
I wonder who want to drive cars that driffts FEW METERS along its cours. Hopefully that huge clif in the road is few meter away in the opposite direction