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Why H Z-algebra Spectra are Differential Graded Algebras?

Related publications (146)

A history of rational homotopy theory

Rational homotopy theory is the study of topological spaces “modulo torsion”. When rational homotopy theorists calculate algebraic invariants of a topological space, such as its homotopy or homology groups, they retain only the nontorsion information. Alge ...

Elsevier Science B.V.1999

Real-time animation of realistic virtual humans

Daniel Thalmann, Amaury Aubel

The authors have been working on simulating virtual humans for several years. Until recently, these constructs could not act in real time. Today, however, many applications need to simulate in real time virtual humans that look realistic. They have investe ...

IEEE1998

The security of the birational permutation signature schemes

Serge Vaudenay, Jacques Stern

In recent years, researchers have invested a lot of effort in trying to design suitable alternatives to the RSA signature scheme, with lower computational requirements. The idea of using polynomial equations of low degree in several unknowns, with some hid ...

1997

Zeolite cycle sequences

Cycle sequences are presented as topological invariants of zeolites. The sequences are calculated for 374 topologically inequivalent atoms in 105 zeolite frameworks. All sequences are found to be different. The first nonzero terms of the sequence indicate ...

1997

Crossroad diagnosis

Pearl Pu Faltings

In many domains, diagnosis requires several independent modules which produce sets of diagnoses based on examining the faulty device from different aspects of the behavior. For example, different modules might consider the mechanical, electrical, or therma ...

Wiley1992

Représentations linéaires de groupes finis en caractéristique p^r

Jacques Thévenaz

The contents of this thesis goes back to the year 1979. After two introductory chapters, dealing with so-called short rings and representations of finite groups over such rings, the author arrives at his central themes, such as relative projective modules ...

Université de Genève1980

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