The landscape of homological algebra has evolved over the past half-century into a fundamental tool for the working mathematician. This book provides a unified account of homological algebra as it ...

Depending on the mathematical style and subject preferred by the student, topics of research can include topology, algebra, homological algebra, categorical theory, geometry, algebraic topology and ...

We show that David Speyer's g-invariant is encoded in homological information from this complex; the conjecture was that a coefficient of the g-invariant was positive, and this coefficient can be ...

To develop this idea to its fullest extent, Chevalley... Homological Algebra Henri Cartan and Samuel Eilenberg When this book was written, methods of algebraic topology had caused revolutions in the ...

I resigned this in 2013 to return to a position at Sheffield. I am an algebraic geometer with a particular interest in homological methods and interactions with string theory. My main focus is on ...

My research in Mathematics focuses on Commutative and Homological Algebra, with connections to Representation Theory, Algebraic Geometry and Singularity Theory. ELEPHANT: Evaluating later or expanded ...