@nirmalkarthik5892

This was amazing!  I feel like my mind has been expanded.

@tobiassugandi

The state information diffusion illustration is soo good

@bumjuncho3246

Dear professor, shouldn't it be {9, infinity, 2} @10:50, for calculating Db(d)? I am a bit confused by why it's {9, 2, infinity}. Thank you for your time and effort for all of these greate videos!

@goedeck1

Why does z care about path to x via y when x direct is the min.

@goedeck1

9:32 To be in the right order shouldn't Db(d)=min{Cb,a +Da(d), Cb,c + Dc(d), Cb,e + De(d)} = min{9,2,~}=2 ?

~= inf.

OOPS LOOKS LIKE SOMEBODY ALREADY NOTED THIS😮

@ijyoyo

Interesting would love to know what other uses for this algorithm is. But for now networking is great!

@evelynellis8003

I know you haven't made a video in a long time, but if you spare a second, could you explain poisoned reverse? I cannot find you talking about it, and the way you explain things help me immensely in my networking class. Either way, thank you for doing such excellent work!

@MrBusinessinn

Dear professor,  why are the components in Bellman's formula differently assigned? For example the first element in parentheses  -> cost is signed with c and the other cost with D? Thank you

@yoki004

I think there might be an error at the slide on 17:50; seems like 50 should be 5 and the 60 should be 6 despite being spoken as 60?

@psalm2326

i am still strugling to understand this..please help

@elvinaguero4651

The cost of the computation it's call TOKENs ?

@maejshbrail2233

grats on 11k subs!

@calvinsaxon5822

0:39 - "Bellman-Ford computes the least cost path as a centralized algorithm..." er, you mean "decentralized".

@ren5124

I don't quite get the bad news travels slow issue. Can't you just clear parts of the routing table that'll be affected by the link cost change and do the update from there?

@jackbarrett3599

a light year is a unit of distance, confusingly, but i get ya

@ahmedsalahucf

magnifique!

@klevisimeri607

🧠

@sepehrkiaei7484

Too much overexplaining and repeats himself way to many times

@ijyoyo

Interesting would love to know what other uses for this algorithm is. But for now networking is great!