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Applications of algebraic geometry/commutative algebra to biology/pharmacology ?

Are there applications of algebraic geometry/commutative algebra to biology/pharmacology ?

It might be that some Groebner basis technique is used somewhere ? I know there are some applications to robotics - in solving some complicated non-linear equations, may be something similar can happen in biology...

PS

related questions:

http://mathoverflow.net/questions/94907/applications-of-group-theory-to-math-biology-pharmacology

http://mathoverflow.net/questions/94840/any-applications-integrable-systems-pde-ode-q-to-math-biology-pharmakin

http://mathoverflow.net/questions/94931/graphical-models-and-gene-finding-and-diagnosis-of-diseases

http://mathoverflow.net/questions/95065/applications-of-the-knot-theory-to-biology-pharmacology