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(1) In the definition of a morphism of locally ringed cHas (p. 506), it is not /*: &n^>f*&H but its left adjoint *f'.f*@n-*@H> regarded as a homomorphism of rings in V\ that should be required to be a local homomorphism of local rings. Due modification should be made wherever this notion is concerned. (2) In the proof of Theorem 4.3 (p. 513), since the degree d(f) of a polynomial / is not available in intuitionistic algebra generally, ha should be defined to be the homogeneous ideal generated by the following set:

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Some corrections on my paper ``Some connections between Heyting valued set theory and algebraic geometry: Prolegomena to intuitionistic algebraic geometry''