| An integrated workflow for robust alignment and simplified quantitative analysis of NMR spectrometry data |
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| Flexible network reconstruction from relational databases with Cytoscape and CytoSQL |
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| Noncommutative topologies, localization, and sheaves |
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| Higher epistasis in genetic algorithms |
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| Sheaves and sheafification on Q-sites |
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| Prediction of kinase-specific phosphorylation sites using conditional random fields |
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| Higher order functions and Walsh coefficients revisited |
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| The 2-epistasis of fitness functions |
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| SynTReN: A generator of synthetic gene expression data for design and analysis of structure learning algorithms |
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| Higher order functions and Walsh coefficients |
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| Generalized Walsh transforms and epistasis |
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| Computing epistasis of template FUNCTIONS through Walsh transforms |
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| Mayer-Vietoris sequences for Krull domains |
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| Uniform filters and semi-compatibility |
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| Generalized royal road functions and their epistasis |
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| Multivalued sheaf constructions |
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| The strong (PDE) condition |
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| Epistasis and unitation |
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| Epistasis and deceptivity |
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| Inductive limits of multispectra |
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| Involutive invariants of the second kind |
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| A fuzzy Schema Theorem |
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| What is "epistasis"? |
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| Stable subconstructs of FTS - III (exotic cases) |
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| Structure sheaves and noncommutative topologies |
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| Noncommutative algebraic geometry: From pi-algebras to quantum groups |
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| The Hermitian Class Group |
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| Sheaves and localization |
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| On the hermitian picard group of a congruence order |
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| Relatively noetherian rings, localization and sheaves part III: Functorial Behaviour |
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| The Relative Hermitian Picard Group |
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| Duality, localization and completion |
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| Strongly normalizing extensions |
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| Relatively Noetherian rings, localization and sheaves. II: Structure sheaves |
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| Relatively Noetherian rings, localization and sheaves. I: The relative second layer condition |
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| On the left spectrum of a ring |
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| Introduction |
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| Relative hermitian morita theory I. Morita equivalences of algebras with involution |
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| Functoriality and extensions |
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| On compatibility II |
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| GENERALIZED LOCAL COHOMOLOGY AND QUASI-COHERENT SHEAVES |
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| Extensions And Localization |
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| Relative derived functors |
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| Cousin complexes without partially exact cousin complex arguments |
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| LOCAL COHOMOLOGY OF GRADED RINGS AND PROJECTIVE SCHEMES |
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| A note on compatibility and stability |
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| On compatibility |
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| Local cohomology and quasicoherent sheaves |
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| Norms and generalized class groups |
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| Filtered sheaves and their localizations |
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| Relating homological dimensions to relative homological dimensions. |
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| The affine scheme associated to a nonnoetherian prime pi algebra |
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| A relative version of the Chase-Harrison-Rosenberg sequence |
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| Maximal orders having a discrete normalizing class group |
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| Relative patching properties |
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| The closed socle of a relative Azumaya algebra |
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| Brauer groups and class groups for Krull domains: a K-theoretic approach |
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| Extending coherent and quasi-coherent sheaves on generically closed spaces |
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| On the reflexive class group |
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| Relative seminormalization. 1 |
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| On the seminormalization of noncommutative affine curves |
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| Exact sequences for relative Brauer groups and Picard groups |
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| Derivations of pi-algebras and smoothness of noncommutative curves |
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| Splitting and crossed products in relative Brauer Groups |
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| On the Brauer group of a projective variety |
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| On the Picard Group of a Grothendieck category: Corrigendum |
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| A mayer-vietoris sequence for brauer groups of graded rings. |
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| A glueing process for rings with polynomial identity |
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| Fully bounded Grothendieck categories: Addendum. Journal of Pure and Applied Algebra 21 (1981) 99-122 |
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| Fully bounded grothendieck categories part I: locally noetherian categories |
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| Fully bounded grothendieck categories part II: Graded modules |
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| Relative localization; bimodules and semiprime p.i. Rings |
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| Localization and the gabriel-popescu embedding |
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| Localization of presheaves of modules |
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