@article{fernàndez-valència_giansiracusa_2017, 
  title={ON THE HOCHSCHILD HOMOLOGY OF INVOLUTIVE ALGEBRAS}, 
  volume={60}, 
  DOI={10.1017/s0017089516000653}, 
  abstractNote={<jats:title>Abstract</jats:title>
            <jats:p>We study the homological algebra of bimodules over involutive associative algebras. We show that Braun's definition of involutive Hochschild cohomology in terms of the complex of involution-preserving derivations is indeed computing a derived functor: the ℤ/2-invariants intersected with the centre. We then introduce the corresponding involutive Hochschild homology theory and describe it as the derived functor of the pushout of ℤ/2-coinvariants and abelianization.</jats:p>}, 
  number={01}, 
  publisher={Cambridge University Press (CUP)}, 
  author={FERNÀNDEZ-VALÈNCIA and GIANSIRACUSA}, 
  year={2017}, 
  month={Feb}
  }