Abstract. We show that the class of p-complete connective spectra with finitely presented coho-mology over the Steenrod algebra admits a duality theory related to Brown-Comenetz duality. This construction also produces a full-plane version of the classical Adams spectral sequence for such spectra, which converges to the homotopy groups of a “finite ” localization
AbstractWhen the stable homotopy category is localized with respect to ordinary topological K-theory...
AbstractUsing the Landweber–Araki theory of Real cobordism and Real-oriented spectra, we define a Re...
AbstractWe compute the mod2 cohomology of Waldhausen's algebraic K-theory spectrum A(∗) of the categ...
Abstract. Fix a prime number p, and let X be a finite spectrum whose (n 1)st Morava K-theory is tri...
In this paper we will construct a generalization of the Eilenberg-Moore spectral sequence, which in ...
Abstract. We construct the Bousfield-Kan (unstable Adams) spectral sequence based on certain nonconn...
Abstract. We refine our earlier work on the existence and uniqueness of E ∞ structures on K-theoreti...
I. Let X = (Xn) be a spectrum of (n − 1)-connected complexes whose maps fn: EXn → Xn+1 are homotopy ...
The goal of this note is to present some of the relationship between some “old-fashioned ” construct...
We discuss the Adams Spectral Sequence for R–modules based on commutative localized regular quotient...
This thesis is concerned with the application of certain computational methods from stable algebraic...
We show that if we factor the long exact sequence in cohomology of a cofiber sequence of spectra int...
This paper explores the duality relationship between the multiplicative K-theory of a Banach algebra...
Cobordism is one of the most basic notions of algebraic topology. This book is devoted to spectral s...
Abstract. We study a modified version of Rognes ’ logarithmic structures on structured ring spectra....
AbstractWhen the stable homotopy category is localized with respect to ordinary topological K-theory...
AbstractUsing the Landweber–Araki theory of Real cobordism and Real-oriented spectra, we define a Re...
AbstractWe compute the mod2 cohomology of Waldhausen's algebraic K-theory spectrum A(∗) of the categ...
Abstract. Fix a prime number p, and let X be a finite spectrum whose (n 1)st Morava K-theory is tri...
In this paper we will construct a generalization of the Eilenberg-Moore spectral sequence, which in ...
Abstract. We construct the Bousfield-Kan (unstable Adams) spectral sequence based on certain nonconn...
Abstract. We refine our earlier work on the existence and uniqueness of E ∞ structures on K-theoreti...
I. Let X = (Xn) be a spectrum of (n − 1)-connected complexes whose maps fn: EXn → Xn+1 are homotopy ...
The goal of this note is to present some of the relationship between some “old-fashioned ” construct...
We discuss the Adams Spectral Sequence for R–modules based on commutative localized regular quotient...
This thesis is concerned with the application of certain computational methods from stable algebraic...
We show that if we factor the long exact sequence in cohomology of a cofiber sequence of spectra int...
This paper explores the duality relationship between the multiplicative K-theory of a Banach algebra...
Cobordism is one of the most basic notions of algebraic topology. This book is devoted to spectral s...
Abstract. We study a modified version of Rognes ’ logarithmic structures on structured ring spectra....
AbstractWhen the stable homotopy category is localized with respect to ordinary topological K-theory...
AbstractUsing the Landweber–Araki theory of Real cobordism and Real-oriented spectra, we define a Re...
AbstractWe compute the mod2 cohomology of Waldhausen's algebraic K-theory spectrum A(∗) of the categ...
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