Comment by 8note 8 days ago > affine ownershiphuh? you can rotate and scale the ownership? 1 comment 8note Reply AlotOfReading 7 days ago Affine as in substructural linear types. They correspond to linear logic [0], and affine logic is named such because the way it's defined corresponds to affine functions. You don't literally need to scale your pointers though.[0] https://en.wikipedia.org/wiki/Linear_logic
AlotOfReading 7 days ago Affine as in substructural linear types. They correspond to linear logic [0], and affine logic is named such because the way it's defined corresponds to affine functions. You don't literally need to scale your pointers though.[0] https://en.wikipedia.org/wiki/Linear_logic
Affine as in substructural linear types. They correspond to linear logic [0], and affine logic is named such because the way it's defined corresponds to affine functions. You don't literally need to scale your pointers though.
[0] https://en.wikipedia.org/wiki/Linear_logic