Builds monoidal category R_Q of quiver modules with higher almost split complexes whose Euler characteristics equal truncated q-characters for type A quantum affine algebras and cluster characters in finite-type cluster algebras.
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A higher homological approach to the $q$-characters of representations of quantum affine algebras
Builds monoidal category R_Q of quiver modules with higher almost split complexes whose Euler characteristics equal truncated q-characters for type A quantum affine algebras and cluster characters in finite-type cluster algebras.