(Organic) Chemistry for Mathematicians Recently I've been reading "The Wild Book" which applies semigroup theory to, among other things, chemical reactions. If I google for mathematics and chemistry together, most of the results are to do with physical chemistry: cond-mat, fluids, QM of molecules, and analysis of spectra. I'm more interested in learning about biochemistry, molecular biology, and organic chemistry — and would prefer to learn from a mathematical perspective.
What other books aim to teach (bio- || organic) chemistry specifically to those with a mathematical background?

Organic chemistry
S. Fujita's "Symmetry and combinatorial enumeration in chemistry" (Springer-Verlag, 1991) is one such endeavor. It mainly focuses on stereochemistry.
Molecular biology and biochemistry
A. Carbone and M. Gromov's "Mathematical slices of molecular biology" is recommended, although it is not strictly a book.
R. Phillips, J. Kondev and J. Theriot have published "Physical biology of the cell", which contains biochemical topics (such as structures of hemoglobin) and is fairly accessible to mathematicians in my opinion.
