Polynomial algebra of constants of the Lotka-Volterra system Jean Moulin Ollagnier, Andrzej Nowicki (1999) Colloquium Mathematicae Let k be a field of characteristic zero. We describe the kernel of any quadratic homogeneous derivation d:k[x,y,z] → k[x,y,z] of the form d = x ( C y + z ) ∂ ∂ x + y ( A z + x ) ∂ ∂ y + z ( B x + y ) ∂ ∂ z , called the Lotka-Volterra derivation, where A,B,C ∈ k.
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