In universal algebra and model theory a class of structures K is said to have the joint embedding property if for all structures A and B in K there is a structure C in K such that both A and B are embeddable in C.
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- In universal algebra and model theory a class of structures K is said to have the joint embedding property if for all structures A and B in K there is a structure C in K such that both A and B are embeddable in C.
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- In universal algebra and model theory a class of structures K is said to have the joint embedding property if for all structures A and B in K there is a structure C in K such that both A and B are embeddable in C.
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