As with all of Vaclav Smil's books, very full of numbers and conversant with a very wide range of fields that may at first seem only distantly related.
To keep his books (including this one) down to a reasonable length, he uses abbreviations very heavily. His abbreviation system turns out to be quite simple, but might seem incredibly obscure to some who aren't familiar with it. All number dimensions are metric (much more than just gram-centimeter-second, uses commonly used measures like "tons"). As the numbers can be quite large, the metric prefixes (milli, micro, mega, giga, etc.) are used extensively. Most of the things quantified are named by their chemical element name (C, P, etc.) or molecular formula (CO2, O3, etc.). A few are either inferred from context, or use a very common acronym other than the chemical formula (DMS for Di-Methyl-Sulfide, etc.). The only one that initially tripped me up was 'a', which means 'annum' or in the vernacular 'year'. So 4.2 Ga means 4.2 Billion years (the probable age of the earth:-), and 6Mt C means 6 million tons of Carbon, etc.) The notation system is thoroughly explained in appendices in _some_ of his books ...but not this particular one. If you're not already familiar with his notation system, this book will likely be incomprehensible, and you unfortunately may not perceive much recourse.
In this book professor Smil sets out to approach some sort of "forecasting", something he's normally extremely reluctant to do. He makes so many compromises on just what "forecasting" actually means, and even then is somewhat uncomfortable with the result, that this book is less satisfying than many of his others.
As usual he sticks to numbers, staying as far away from "politics" (and even "shoulds") as possible. As usual for his books, this book is most definitely not anything like a "polemic". It's very nice to read such an even-handed and thorough approach. (On the other hand, it will probably inevitably be judged unsatisfactory by any reader with a strong commitment to one position or another.)
As usual for his books, the depth of information is astounding. Numbers seem to go *tens *of *times* deeper (in all cases, not just one particular case) than anything else you've ever read.