I just came across Charles Weibel's [Development of Algebraic K-Theory until 1980](http://www.math.rutgers.edu/~weibel/papers-dir/khistory.pdf), and found it really helpful. Is there been anything analogous which surveys the developments in the last 30 years? I'd be particularly interested in understanding links (if they exist) to motivic theory, geometric Langlands and higher class field theory.



Survey of Algebraic K-Theory Since 1980?
I recommend the [Handbook of K-theory](http://www.math.uiuc.edu/K-theory/handbook/). It was published in 2005 and Part II seems to contain what you're looking for.


