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Archaeology International
Architecture_MPS
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Research for All
The Journal of the Sylvia Townsend Warner Society
The London Journal of Canadian Studies
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Transseries and Real Differential Algebra
Aspects of non-commutative order
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Author(s):
Edward G. Effros
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August 27 2006
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Springer Berlin Heidelberg
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Classification of Injective Factors Cases II 1 , II ∞ , III λ , λ � 1
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Publication date (Print):
1978
Publication date (Online):
August 27 2006
Pages
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DOI:
10.1007/BFb0067387
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Book chapters
pp. 1
Introduction
pp. 1
L'hypercontractivité et son utilisation en théorie des semigroupes
pp. 1
Fixed point free action
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Périmètres d’ensembles boréliens dans ℝd
pp. 1
Existence and first properties of transcendental numbers
pp. 1
Foundations of Stochastic Geometry and Theory of Random Sets
pp. 1
Introduction
pp. 1
Notion d'anneau local hensélien
pp. 1
General introduction
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Local systems
pp. 1
Rappels Sur Les Suites Numeriques
pp. 1
Inventaire algebrique
pp. 1
Number theory and automorphic representations
pp. 1
Introduction
pp. 1
Notations
pp. 1
Closed coherence for a natural transformation
pp. 1
Einleitung
pp. 1
On the theory of unipotent algebraic groups over an arbitrary ground field
pp. 1
Introduction
pp. 1
Commuting nonselfadjoint operators and collective motions of systems
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Introduction and results
pp. 1
On the experimental verification of the artin conjecture for 2-dimensional odd galois representations over Q liftings of 2-dimensional projective galois representations over Q
pp. 1
The relaxed Saint-Venant problem
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Aspects of non-commutative order
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Geometry of Optimal Control Problems and Hamiltonian Systems
pp. 1
Basic definitions
pp. 1
Preliminaires
pp. 1
Introduction
pp. 1
Classifying generalized quantifiers
pp. 1
Introduction
pp. 1
Arithmetic of local division algebras
pp. 1
Prerequisites
pp. 1
Gas of Point Particles
pp. 1
A User’s Guide to Optimal Transport
pp. 1
Introduction and Survey
pp. 1
Elliptic genera: An introductory overview
pp. 1
1. Introduction
pp. 1
Preliminaries
pp. 1
Introduction and generalities
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Moduli theory of algebraic varieties and classification theory of compact complex spaces
pp. 1
Introduction
pp. 1
Definitions
pp. 1
Preliminary analysis
pp. 1
Summary, some motivation and acknowledgments
pp. 1
Non-complete algebraic surfaces with logarithmic Kodaira dimension — ∞
pp. 1
Introduction
pp. 1
Introduction
pp. 1
1. Introduction
pp. 1
Analyse microlocale des équations aux dérivées partielles non linéaires
pp. 1
Introduction
pp. 1
Embedded resolution of algebraic surfaces after abhyankar (Characteristic 0)
pp. 1
Basic Properties of Control Systems
pp. 1
Finite Difference Methods for Mean Field Games
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Multiplicity of spectral measures
pp. 1
A survey of differential equations with piecewise continuous arguments
pp. 1
BV Solutions to Hyperbolic Systems by Vanishing Viscosity
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Certain ideals in L1-algebras
pp. 1
Vector measures and Banach spaces
pp. 1
Introduction to algebraic K-theory
pp. 1
Error estimate in pade approximation
pp. 1
Parametrizations of algebroid curves
pp. 1
Introduction
pp. 1
General introduction
pp. 1
Entropy Production and Convergence to Equilibrium
pp. 1
Introduction
pp. 1
Preliminaries
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Measures on semigroups
pp. 1
1 Introduction
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Intervals
pp. 1
Introduction
pp. 1
Introduction
pp. 1
Lyapunov methods and equations of parabolic type
pp. 11
Orderings
pp. 13
Fuchsian differential operators with one singular point
pp. 2
Introductory remarks
pp. 2
Introduction
pp. 3
Continuous Non-abelian H1 with Profinite Coefficients
pp. 5
Introduction
pp. 8
Formal varieties
pp. 10
Background theory
pp. 10
Some ideas around 3n+1 iterations
pp. 11
Extensions
pp. 11
An Introduction to Hodge Structures and Shimura Varieties
pp. 11
Elliptic formal groups over ℤ and F p in applications to number theory, computer science and topology
pp. 11
Iterated loop spaces
pp. 11
Développement asymptotique des intégrales exponentielles
pp. 11
Selberg's trace formula
pp. 11
Existence d’extrema locaux
pp. 11
Saddle-focus connections
pp. 11
Existence and uniqueness
pp. 11
The Metaplectic and Anaplectic Representations
pp. 11
PI-Algebras
pp. 11
Le theoreme de division de Mather
pp. 115
Lectures on survival analysis
pp. 12
Toda brackets
pp. 12
Bordism groups of orientation preserving diffeomorphisms
pp. 13
The Fundamental Groupoid
pp. 13
General results
pp. 13
σ-Continuous and Co-σ-continuous Maps
pp. 13
2. Weyl Calculus
pp. 13
Asymptotic developability and vanishing theorems in asymptotic analysis
pp. 13
Formalisme des morphismes nets et étales. Exemples
pp. 130
Non-complete algebraic surfaces with logarithmic Kodaira dimension 0 or 1
pp. 139
Recurrent random walks on topological groups and semigroups
pp. 14
Notions Fondamentales
pp. 15
Dynamical systems and amenable groups
pp. 15
The cohomology and homology groups
pp. 15
Multiple solutions of nonlinear partial differential equations
pp. 157
Hyperbolic Conservation Laws: An Illustrated Tutorial
pp. 16
Dynamics and delays
pp. 16
Hilbert space background — Small eigen values
pp. 16
Algebras and relational structures
pp. 17
Quadrilateral singularities and elliptic K3 surfaces
pp. 17
Continuity
pp. 18
Moduli spaces for polarized algebraic varieties
pp. 19
Matrix Factorizations of One Element
pp. 19
Exponential dichotomies and basic properties
pp. 19
Piecewise monotone functions
pp. 2
Drinfeld modules
pp. 2
Inverting an Endomorphism
pp. 20
Orthogonal polynomials in monotone and convex interpolation
pp. 21
Bases of broken-line functions of a single varaible
pp. 21
Mixed and Neumann Boundary Conditions for Domains with Small Holes and Inclusions: Uniform Asymptotics of Green’s Kernels
pp. 21
Introduction into Integral Geometry and Stereology
pp. 22
Singularities of coherent sheaves and their cohomology classes
pp. 23
Liaison Entre Algebres Commutatives Et Algebres De Lie Differentielles Graduees
pp. 23
The spectral theorem
pp. 25
Abstract Boolean algebras and Stone spaces
pp. 26
Spectral sequence of a fibre bundle
pp. 27
Affine-like Hecke algebras and p-adic representation theory
pp. 28
Whitehead torsion
pp. 28
The structure of compact semigroups
pp. 29
Coherence for distributivity
pp. 29
Convergent laurent series and formal laurent series
pp. 3
Basic result on construction of a measure
pp. 3
Notation and terminology
pp. 3
Stochastic matrices and their variants
pp. 3
Function space topologies
pp. 3
Massless limits and dual field theories
pp. 3
Basic operator theory
pp. 31
Theory of loaded cylinders: The problems of Almansi and Michell
pp. 31
Formal groups and buds
pp. 33
Suites Et Fonctions Totalement Monotones
pp. 33
Grid-based series
pp. 36
The irreducible unitary representations of PGL(2, Ω) and their characters
pp. 37
A table of A5-fields
pp. 37
Lieear ordinary differential operators with one singular point
pp. 39
Gaussian Free Field on Hyperbolic Lattices
pp. 39
Lecture on diffusion processes on nested fractals
pp. 39
Harmonic analysis of multi-parameter semigroups of contractions
pp. 4
Primary operations
pp. 4
Cesàro means
pp. 4
Almost uniform convergence in von neumann algebras
pp. 4
Wreath products of groups
pp. 4
The algorithms
pp. 41
Correspondences between von neumann algebras and discrete automorphism groups
pp. 43
Existence
pp. 43
Introduction to Invariance Entropy
pp. 43
Vlasov Approximation
pp. 44
Cluster sets
pp. 45
Hamburger-noether expansions of algebroid curves
pp. 46
Parabolic pseudo-differential boundary problems and applications
pp. 47
Classification over a predicate II
pp. 47
Curvature Measures, Isoperimetric Type Inequalities and Fully Nonlinear PDEs
pp. 49
An Introduction to the Theory of Viscosity Solutions for First-Order Hamilton–Jacobi Equations and Applications
pp. 5
Notations, conventions and some basic preliminery facts
pp. 5
Algebraische Grundbegriffe
pp. 5
The Lasso
pp. 53
Numerical Approximation of Mean Curvature Flow of Graphs and Level Sets
pp. 55
Nonsmooth Optimization
pp. 6
Preliminaries
pp. 6
Preliminaries
pp. 6
Mathematical preliminaries
pp. 6
Analytic capacity
pp. 61
Lecture Notes on Logically Switched Dynamical Systems
pp. 7
Notational remarks
pp. 7
2 Double integral transformations
pp. 7
Introduction, definitions, formal study and statement of the results
pp. 7
Ultraproducts and Łoś’ Theorem
pp. 7
Spectra and essential spectra of selfadjoint and essentially selfadjoint operators
pp. 71
Kinetic Limits for Interacting Particle Systems
pp. 8
Introduction to Gauss Sums
pp. 8
The C-Ring
pp. 8
The property P1, applications
pp. 8
Multiparameter eigenvalue problems for hermitian matrices
pp. 8
Cylinders
pp. 89
Factorization in Banach modules
pp. 9
Margulis-Ruelle Inequality
pp. 9
Lifting projective representations
pp. 9
Two Basic Models
pp. 9
Generalities
pp. 9
Diffeomorphisms and Embeddings of Manifolds
pp. 9
Tate Algebras
pp. 9
Gross-Sobolev derivative, divergence and Ornstein-Uhlenbeck operator
pp. 93
Algebraic Cycles and Algebraic Aspects of Cohomology and K-Theory
pp. 10
Matrix transformations
pp. 10
Adding directed colimits to a subcategory
pp. 10
Lattices
pp. 11
Ergodic theorems
pp. 111
A Short Introduction to Viscosity Solutions and the Large Time Behavior of Solutions of Hamilton–Jacobi Equations
pp. 118
Quadratic hyperbolic operators
pp. 12
Some properties equivalent to P1. Relativization
pp. 12
Geometrische Grundbegriffe
pp. 12
Schrödinger operators
pp. 12
Certain polynomial functions on \(\bar N\)
pp. 15
Natural functions
pp. 15
Expanding Maps
pp. 15
Increasing σ-fields
pp. 153
Transcendental Methods in the Study of Algebraic Cycles
pp. 159
Stability of Multidimensional Viscous Shocks
pp. 163
Input to State Stability: Basic Concepts and Results
pp. 17
Report about equivariant Witt groups
pp. 17
Forms of vector groups; groups of Russell type
pp. 182
More about approximate identities
pp. 19
Soft Polymers in Low Dimension
pp. 19
Meyer inequalities
pp. 19
Generalized Köthe-Toeplitz duals
pp. 19
The Method of Cerf and Palais
pp. 20
The shape category
pp. 21
The unimodal family
pp. 21
Questions of rationality and irrationality
pp. 21
Etude des algèbres nettes
pp. 21
Multiparameter eigenvalue problems for bounded operators
pp. 21
Random elements in linear spaces
pp. 22
Stable Homotopy Theory
pp. 23
Generalities
pp. 23
Finite Resolutions of HMF Modules
pp. 24
Kernel functions and the convergence theorem
pp. 242
Lectures on random media
pp. 247
Derivation of Non-local Macroscopic Traffic Equations and Consistent Traffic Pressures from Microscopic Car-Following Models
pp. 25
Basic Geometric Operations in Terms of Sections
pp. 26
The inclusion X→ΩnΣnX
pp. 27
The Square-Root Lasso
pp. 27
Robustness of nonuniform exponential dichotomies
pp. 27
Introduction to Markov set-chains
pp. 27
3. Clifford Analysis
pp. 27
The One-Dimensional Alternative Pseudodifferential Analysis
pp. 29
Flatness
pp. 29
Groups of Extreme Nilpotency Class
pp. 31
A brief survey of persistence in dynamical systems
pp. 31
The fourier transform theorem
pp. 31
Presentations and resolutions
pp. 32
Group quotients in the category of analytic spaces and the category of algebraic spaces
pp. 34
Stability and asymptotic equivalence
pp. 34
Functional equation
pp. 35
Ergodic theorems
pp. 36
Some noncommutative Algebra
pp. 36
Sous-groupes Solides
pp. 37
The cauchy transform
pp. 37
Minimal Finite Models
pp. 37
Le theoreme de preparation de Weierstrass-Malgrange-Mather
pp. 39
Modal Interval Extensions
pp. 39
Poincare complexes
pp. 39
Algebre Homotopique
pp. 41
Boolean algebras of projections and uniformly closed operator algebras
pp. 41
Well-behaved piecewise monotone functions
pp. 42
Bochner’s theorem
pp. 44
Anisotropic materials
pp. 44
Bases of pyramidal and multiaffine functions of several variables
pp. 45
First results on the values of analytic functions at algebraic points
pp. 45
Primary decomposition and relative gap-sheaves
pp. 46
Modular varieties
pp. 47
Point-to-Point Distance in First Passage Percolation on (Tree) ×Z
pp. 48
Global existence, smoothness, and nonfocussing of optical paths in a refractive medium
pp. 48
Stability of type I-and type II-singularities
pp. 49
Generalized Metric Spaces and Locally Uniformly Rotund Renormings
pp. 49
Spatial Point Patterns: Models and Statistics
pp. 49
Existence theorems of asymptotic solutions and splitting lemmas
pp. 52
Universal bundles and classifying spaces
pp. 52
A description of all irreducible representations of K=PGL(2, 0)
pp. 55
3. Significance, Applicability and Advantages
pp. 55
The construction and decomposition of quantum fields using operator theory, probability and fiber bundles
pp. 55
Comparing algebraic and topological K-theory
pp. 55
Elliptic cohomology and modular forms
pp. 56
Uniqueness
pp. 57
The Newton polygon method
pp. 57
The general equivalence of categories
pp. 59
Green’s Function for the Dirichlet Boundary Value Problem in a Domain with Several Inclusions
pp. 59
Cyclic Covers of the Projective Line
pp. 59
Representations of wreath products
pp. 60
Theorems with the Ik-conditions for J 3,0, Z 1,0 and Q 2,0
pp. 66
Many-variable functorial calculus. I.
pp. 66
Substructures
pp. 67
Applications to finite dimensional algebras
pp. 72
Linear ordinary differential operators with several singular points
pp. 78
Fading memory and functional-differential equations
pp. 79
Desingularization in dimension 2
pp. 8
Basic definitions
pp. 8
Moment theory
pp. 89
Reaction-Diffusion Systems Arising in Biological and Chemical Systems: Application of Singular Limit Procedures
pp. 89
Linear and Bilinear Systems
pp. 91
Existence of endo-rigid Boolean algebras
pp. 91
Subspaces of C(S) and compactifications of S
pp. 95
Refraction Problems in Geometric Optics
pp. 97
Fonctions De Stieltjes Et Fonctions De Classe . Relations Avec Les Suites
pp. 100
Algebraic K-theory of the integers
pp. 100
Graded rings
pp. 101
Motion of a Body Immersed in a Stokes Fluid
pp. 105
One-dimensional pinning-depinning transitions
pp. 106
An abstract approach to coherence
pp. 107
General Estimates
pp. 111
Stokes phenomena and riemann-hilbert-birkhoff problem
pp. 114
Application to the representation theory of symmetric and alternating groups
pp. 115
Asymptotic Methods in Statistics of Random Point Processes
pp. 117
Other systems of invariants for the equisingularity of plane algebroid curves
pp. 119
Fractions Continues
pp. 120
On the no(M) for M of singular power
pp. 123
Lectures on Evolution Free Boundary Problems: Classical Solutions
pp. 148
Congruence relations
pp. 15
Finitely additive theory
pp. 150
Fixed points and left invariant means on subspaces of C(S)
pp. 151
On the Levi Monge-Ampére Equation
pp. 153
Percolation and fractal properties of thin gold films
pp. 16
Segal algebras
pp. 161
Microlocal analysis in gevrey classes and in complex domains
pp. 17
Conditional expectations
pp. 17
Partial zeta functions
pp. 17
An application of the campbell-hausdorff formula
pp. 19
Perturbations small at infinity
pp. 20
Lie algebras and physical observables
pp. 215
Interior Point Methods for Nonlinear Optimization
pp. 22
Orthogonal theory
pp. 22
The isometric structure of a diffeomorphism
pp. 22
Full bundles and bundles with completely regular base space
pp. 221
Generalized Differentials, Variational Generators, and the Maximum Principle with State Constraints
pp. 223
The Infinitesimal Invariant of C + -C-
pp. 251
Idempotent/Tropical Analysis, the Hamilton–Jacobi and Bellman Equations
pp. 26
Affine Koordinatisierung
pp. 27
Hypercontractivity
pp. 27
Axiom A Endomorphisms
pp. 29
Spaces of solutions of relativistic field theories with constraints
pp. 30
Simplicial spectra
pp. 32
Some concepts and tools from probability theory
pp. 34
The map Fn(X) → ΩFn−1(ΣX)
pp. 37
The Space of Sections as a Topological Space
pp. 37
CI Operators
pp. 38
Applications of Homological Algebra to Stable Homotopy Theory
pp. 39
Convergence and compact subsets
pp. 39
4. Functional Calculus for Noncommuting Operators
pp. 39
Morphismes quasi-finis. Main theorem de Zariski
pp. 41
Periodic orbits of planar polynomial Liénard systems with a small parameter
pp. 41
The adèlic theory
pp. 41
The Bias of the Lasso and Worst Possible Sub-directions
pp. 41
Soft Polymers in High Dimension
pp. 42
One-dimensional representations
pp. 44
Laws of large numbers, uncorrelation, and convergence of weighted sums of random variables
pp. 44
Applications of the quotient theorems to moduli of algebraic varieties
pp. 47
General properties of the shape category and the shape functor
pp. 49
Chains
pp. 50
Multiparameter eigenvalue problems for unbounded operators
pp. 51
Free groups
pp. 52
Polaires
pp. 52
Preliminaires: Notes sur les exposants critiques
pp. 53
A Lower Bound for the Bergman Kernel and the Bourgain-Milman Inequality
pp. 53
Entropy of abstract dynamical systems
pp. 53
Distribution of cocycles
pp. 53
Subspaces
pp. 53
Elliptic Three-Manifolds Containing One-Sided Klein Bottles
pp. 53
Contractive directions
pp. 54
Surgery with coefficients
pp. 55
Formulation of the Main Results in the General Case
pp. 55
Lipschitz stable manifolds
pp. 55
The normaliser of a Singer cycle of prime degree
pp. 56
Impulsive systems
pp. 57
Ranges of spectral measures and Boolean algebras of projections
pp. 57
Convergence of conditional expectations and martingales in von neumann algebras
pp. 57
4 Convergence of means
pp. 58
Hausdorff measure
pp. 59
Convergence of Markov set-chains
pp. 60
Property R and negative schwarzian derivatives
pp. 60
Linear differental equations: The lemmas of Shidlovski
pp. 62
Sheaves of local cohomology and absolute gap-sheaves
pp. 63
Images and Preimages of Null Sets
pp. 63
Tauberian theorems
pp. 63
4. Applications
pp. 64
Appendice au chapitre II
pp. 65
Affinoid Functions
pp. 66
On KMS states of a C* dynamical system
pp. 69
Supersingular elliptic curves and congruences for legendre polynomials
pp. 71
Classifying spaces of the classical groups
pp. 71
Some Preliminaries for Families of Cyclic Covers
pp. 72
The image of J
pp. 73
σ-Slicely Continuous Maps
pp. 73
Interpretability and Optimality
pp. 74
The fourier series theorem
pp. 75
Numerical Simulations Based on the Asymptotic Approximations
pp. 75
From Anaplectic Analysis to Usual Analysis
pp. 77
Nonmodular varieties
pp. 79
Transseries
pp. 79
Transversality
pp. 84
A uniform approximation to the solution of Ursell’s radiating body problem
pp. 85
Variation of a function
pp. 86
Further properties of bases in C(X)
pp. 87
Singular perturbation by a quasilinear operator
pp. 88
Approximation du temps local du processus de Wiener à d-paramètres (d≧1)
pp. 92
The special equivalences of categories
pp. 98
Obstruction components
pp. 101
Some Applications
pp. 101
Remarks on branching from multiple eigenvalues
pp. 105
A Basic Tool: Dual Representations
pp. 108
Quotient spaces
pp. 115
Equational bases
pp. 115
Monotonicity
pp. 118
The structure theorem and its consequences
pp. 119
The finishing touch on localization
pp. 121
Interval Arithmetic
pp. 121
Controllability, Lyapunov Exponents, and Upper Bounds
pp. 123
Degenerate pseudodifferential operators on a closed curve
pp. 126
Proof of the C∞ results
pp. 132
Introduction
pp. 133
Applications of group cohomology to bilinear forms
pp. 134
▽-poincaré's lemma and ▽-derham cohomology theorem
pp. 135
Non standard uniserial module over a uniserial domain exists
pp. 139
The fourier transformation and inversion formulas for S u 0 for all u
pp. 141
Twisted algebroid curves
pp. 148
Coherence for a closed functor
pp. 151
Random Tessellations and Cox Processes
pp. 161
Approximants De Pade — Theorie Algebrique
pp. 166
Examples
pp. 177
Variational and Dynamic Problems for the Ginzburg-Landau Functional
pp. 185
Concept of co-root modules
pp. 21
From “Baire” measures to “Borel” measures, an abstract approach
pp. 21
The “Fundamental theorem of calculus” on \(\bar N\)
pp. 213
Addenda
pp. 22
Ergodicity of the transformation
pp. 237
Microlocal analysis for the periodic magnetic schrodinger equation and related questions
pp. 24
Drinfeld modules of rank 1
pp. 24
Examples
pp. 26
Universal enveloping algebra
pp. 27
The mapping torus of a diffeomorphism
pp. 28
Bundles with locally paracompact base spaces
pp. 289
Sliding Mode Control: Mathematical Tools, Design and Applications
pp. 303
Theoretical vs. Empirical Classification and Prediction of Congested Traffic States
pp. 31
L p -multipliers theorem, meyer inequalities and distributions
pp. 32
Examples
pp. 35
The standard processes. Examples
pp. 36
Geometrien mit eindeutigen Verbindungsgeraden
pp. 37
The cohomology of the Fn
pp. 45
The geometric theory
pp. 45
The symplectic “category”
pp. 45
Evaluation of Units
pp. 45
Unstable and Stable Manifolds for Endomorphisms
pp. 47
FD-spectra
pp. 49
Infinite Resolutions of HMF Modules
pp. 50
Metric theory of representations with stochastically independent digits
pp. 50
Proof of Theorem 1
pp. 51
Cardinal functions
pp. 53
Hopf bifurcation in quasilinear reaction-diffusion systems
pp. 53
The basic correspondence
pp. 55
Quotients for affine schemes by reductive algebraic groups
pp. 58
Changements de phases
pp. 58
Theorems of periodicity and approximation in homological algebra
pp. 61
Confidence Intervals Using the Lasso
pp. 62
The irreducible soluble subgroups of GL(2, p k )
pp. 64
Combed closed manifolds
pp. 64
Shape invariants
pp. 65
Tight Closure in Positive Characteristic
pp. 65
classical extension theory
pp. 65
An Improved Estimate in the Restricted Isometry Problem
pp. 66
Le theoreme d’extension de Whitney
pp. 67
Integral representation of the strongly closed algebra generated by a Boolean algebra of projections
pp. 67
5. The Joint Spectrum of Matrices
pp. 69
Representation Des Groupes Reticules
pp. 71
Entropy as a function and the variational principle
pp. 71
Laws of large numbers in normed linear spaces
pp. 73
Critical points of the bidimensional map
pp. 73
A review of orthogonal polynomials satisfying boundary value problems
pp. 73
Strong Homotopy Types
pp. 75
Smooth stable manifolds in Rn
pp. 76
Cocycles on the line
pp. 76
Multiparameter expansion theorems for hermitian matrices
pp. 78
Lyapunov's second method
pp. 79
The Galois Group Decomposition of the Hodge Structure
pp. 80
Closedness of coboundary modules
pp. 81
Homeomorphisms of Finite Distortion
pp. 81
Groups with Few Types of Isogenous Factors
pp. 81
Strong laws of large numbers in von neumann algebras
pp. 82
The iterates of functions in S
pp. 82
Relative surgery
pp. 83
Some examples
pp. 83
Other Examples of Asymptotic Approximations of Green’s Functions in Singularly Perturbed Domains
pp. 85
Recent developments in the theory of unbounded derivations in C*-algebras
pp. 88
Hausdorff and Nörlund summability
pp. 93
Pseudodifferential Analysis and Modular Forms
pp. 93
Towards the Notion of Rigid Spaces
pp. 94
Some weil group representations motivated by algebraic topology
pp. 95
Saint-Venant's problem for cosserat elastic bodies
pp. 96
An asymptotically homogeneous Markov chain
pp. 97
Hilbert space theory — Large eigen values
pp. 97
Operations on transseries
pp. 98
Classifying stratifications and cobordism theories
pp. 99
The Japanese stems (πN, 9≤N≤31)
pp. 101
Relations between surgery theories
pp. 105
The fourier series and fourier transform theorems
pp. 107
Integrability of J f and 1∕J f
pp. 107
Applications to approximation
pp. 108
Convergence of weighted sums in normed linear spaces
pp. 109
Crochets De Whitehead Et Produits De Massey D'Ordre Superieur
pp. 109
Reductions
pp. 115
Linear differential equations: Shidlovski's theorems on the transcendency and algebraic independence of values of siegel E-functions
pp. 115
Grid-based operators
pp. 117
Some Open Problems
pp. 117
Coherent Sheaves on Rigid Spaces
pp. 119
Smooth stable manifolds in Banach spaces
pp. 122
Asymptotic analysis of a class of nonlinear integral equations
pp. 123
6. The Monogenic Calculus for Sectorial Operators
pp. 123
Mixing and predecessor density
pp. 123
Quasi-expectations and injective operator algebras
pp. 128
Complemented subspaces
pp. 128
Amalgamation in lattice varieties
pp. 133
Obstructions to block bundles
pp. 135
Branching Particle Systems and Dawson-Watanabe Superprocesses
pp. 138
Relations among derivates
pp. 139
The Chicago stem (πS N, 32≤N≤45)
pp. 147
Long-Time Behaviour: Ergodicity and Non-ergodicity
pp. 149
Three-Dimensional Affine Groups
pp. 151
Escape Rates and Lower Bounds
pp. 151
Remarks on the numbers of ideals of Boolean algebra and open sets of a topology
pp. 159
Glossary and Index
pp. 163
On formal groups in characteristic p
pp. 170
Structure sheaves and schemes
pp. 173
Proof of the topological results
pp. 184
Recent progress and current puzzles in percolation
pp. 196
A cut-elimination theorem
pp. 23
Existence of an equivalent invariant measure
pp. 23
Some estimates
pp. 239
Approximants De Pade Et ɛ — Algorithme Theorie De La Convergence
pp. 253
A Remark on Height Pairings
pp. 26
Construction of measures by approximation from outside and by approximation from inside
pp. 27
Approximate units in Banach algebras: definitions
pp. 33
Fibrations over S1 within their bordism class and the computation of Δ*
pp. 39
Stone - Weierstraß theorems for bundles
pp. 39
Operators acting only on part of the variables
pp. 40
Modular curves over C
pp. 41
Some applications of the distributions
pp. 42
Induced representations
pp. 44
The structure of iterated loop spaces in the metastable range
pp. 46
The question of commutativity for two-dimensional unipotent groups
pp. 53
Cycle Classes in Anabelian Geometry
pp. 54
Pseudoaffine Geometrien
pp. 55
A priori estimates
pp. 55
Limit theorems
pp. 60
The geometric expansion of the trace formula
pp. 63
Far-Out Syzygies
pp. 64
Monotone semi-flows which have a monotone first integral
pp. 66
Exemples d'algèbres étales
pp. 67
Polymer Collapse
pp. 68
Quotients in the category of schemes
pp. 68
The basic inductive step
pp. 69
Comments on prospective applications of 5), work in progress, etc
pp. 70
A survey on the applications of ergodic theory to series representations
pp. 71
On Eigenvalue Spacings for the 1-D Anderson Model with Singular Site Distribution
pp. 73
More on combings, and the closed calculus
pp. 74
Completeness and other properties
pp. 75
Structured Sparsity
pp. 75
Some irreducible soluble subgroups of GL(q, p k ), q>2
pp. 76
Variétés lagrangiennes associées aux systèmes hamiltoniens
pp. 77
Algebraic properties associated with shape theory
pp. 79
6 Heinz-type means A α
pp. 80
Le theoreme "de recollement" de Łojasiewicz
pp. 81
Tight Closure in Characteristic Zero. Affine Case
pp. 84
Consistency theorems
pp. 85
Methods of Reduction
pp. 85
More cohomological machinery
pp. 86
Statistical mechanics on a lattice
pp. 87
Pesin’s Entropy Formula for Endomorphisms
pp. 87
Multiparameter expansion theorems for bounded operators
pp. 89
The inductive process
pp. 90
Extensions Archimediennes
pp. 91
Bade functionals: an application to scalar-type spectral operators
pp. 91
The Computation of the Hodge Group
pp. 97
Green’s Tensor for the Dirichlet Boundary Value Problem in a Domain with a Single Inclusion
pp. 103
General Loss with Norm-Penalty
pp. 105
The reflexivity theorem and bicommutant algebras
pp. 105
Dynamical systems in statistical mechanics
pp. 106
Operator Nörlund means
pp. 109
Groupes Completement Distributifs Et Groupes Values-Finis
pp. 113
ρ-convexity
pp. 116
Multiparameter expansion theorems for unbounded operators
pp. 121
Examples of Families with Dense Sets of Complex Multiplication Fibers
pp. 123
Final Comments
pp. 123
Complex cobordism theory for number theorists
pp. 125
Rational approximations, orthogonal polynomials and equilibrium distributions
pp. 126
General short exact sequence theorem for toeplitz operators of uniform algebras
pp. 130
Remarks about bifurcation and stability of quasi-periodic solutions which bifurcate from periodic solutions of the Navier Stokes equations
pp. 133
Modele De Quillen D'Une Fibration Et Suite Spectrale D'Eilenberg-Moore
pp. 135
Linear differential equations
pp. 139
Green’s Tensor in Bodies with Multiple Rigid Inclusions
pp. 143
Getting rid of homtervals
pp. 145
A nonautonomous Grobman–Hartman theorem
pp. 146
Randomly weighted sums
pp. 151
Adic Rings and Their Associated Formal Schemes
pp. 152
Open questions
pp. 155
Approximation properties
pp. 159
Twins and f ∗Algorithm
pp. 161
Mean-Field Emergence and Fixation of Rare Mutants: Concepts, Strategy and a Caricature Model
pp. 166
The denjoy-young relations
pp. 167
Normality of Subgroups
pp. 177
Examples
pp. 188
The existence of coding sets
pp. 193
Sample Path Properties of Superprocesses
pp. 199
Extending and lifting some formal groups
pp. 201
Markov fields, correlated percolation, and the Ising model
pp. 205
Random Polytopes
pp. 212
The new stems (πS N, 46≤N≤64)
pp. 214
A new result of coherence for distributivity
pp. 227
Algebraic varieties
pp. 28
The ergodic theorem
pp. 30
Approximate units in Banach algebras: lemmas
pp. 31
The representation q
pp. 31
On the possibility of providing a space of measures with a vague topology
pp. 339
Calcul Des Approximants De Pade, Des Tables De Pade Et Des Tables c
pp. 357
Operation Regimes and Slower-is-Faster-Effect in the Control of Traffic Intersections
pp. 41
Addition and subtraction of handles
pp. 44
An alternative description of spaces of sections: Function modules
pp. 45
N-particle Hamiltonians
pp. 48
Representations of semi-direct products
pp. 51
An unstable adams spectral sequence
pp. 53
Positive distributions and applications
pp. 58
Expansions around cusps
pp. 58
Forms of the affine line and geometry of the groups of Russell type
pp. 61
Proof of Theorem 2
pp. 63
Discrete theory. Martingales. Stochastic integrals
pp. 63
Rahmenaussagen und primitive Klassen
pp. 66
Elementary systems for lie algebra bundle actions
pp. 69
The spectral theory
pp. 69
Injectivity in the Section Conjecture
pp. 72
Propriétés de permanence. Exemples d'anneaux henséliens
pp. 76
The coincidence degree of some functional differential operators in spaces of periodic functions and related continuation theorems
pp. 79
Mumford’s construction of the moduli variety for curves and polarized abelian varieties. Other applications of Mumford’s quotient theory
pp. 83
Metric theory in the general case
pp. 85
Framed and spin manifolds
pp. 85
The Gorenstein Case
pp. 85
Polymer Adsorption
pp. 85
On the Local Eigenvalue Spacings for Certain Anderson-Bernoulli Hamiltonians
pp. 87
The general inductive process
pp. 88
Pointed 1-movability
pp. 89
Phases naturelles en calcul des variations
pp. 89
7 Binomial means B α
pp. 90
Le theoreme de synthese spectrale de Whitney
pp. 97
Tight Closure in Characteristic Zero. Local Case
pp. 97
SRB Measures and Pesin’s Entropy Formula for Endomorphisms
pp. 97
Finite p-groups
pp. 103
Introduction
pp. 103
Whitehead and hurewicz theorems in shape theory
pp. 105
Group Actions and a Conjecture of Quillen
pp. 105
8 Certain alternating sums of operators
pp. 110
The hausdorff dimension of certain sets related to series expansions
pp. 113
Cataproducts
pp. 115
Charged Polymers
pp. 117
Equivalence of countable amenable groups
pp. 121
Extension of analytic covers
pp. 121
Empirical Process Theory for Dual Norms
pp. 128
Proprietes Liees A l’Orthogonalite
pp. 131
AW*-algebras with monotone convergence property and type III, non W*, AW*-factors
pp. 134
Dirichlet series and homology theory
pp. 135
The binding period
pp. 143
The Construction of Calabi-Yau Manifolds with Complex Multiplication
pp. 151
Ergodic Property of Lyapunov Exponents
pp. 153
Laws of large numbers in D[0,1]
pp. 157
Kneading sequences
pp. 157
Modele De Quillen D'Une Fibration Et Classifiant
pp. 158
Factorization of second order difference equations and its application to orthogonal polynomials
pp. 159
Bifurcation of periodic solutions into invariant tori: The work of Ruelle and Takens
pp. 159
Symmetry of transversality
pp. 165
Algebraic differential equations
pp. 167
Methods and Proofs for the Fisher–Wright Model with Two Types
pp. 171
Center manifolds in Banach spaces
pp. 173
References
pp. 175
Raynaud’s View on Rigid Spaces
pp. 185
Marks
pp. 203
Monadic logic: Hanf Numbers
pp. 239
Limit Theorems in Discrete Stochastic Geometry
pp. 246
Directionality effects in percolation
pp. 247
Interactive Drifts
pp. 270
Coherent and quasicoherent sheaves of modules over an algebraic k-variety
pp. 284
The elements of arf invariant one
pp. 33
The differential equations satisfied by eiv-ρ(H(x))
pp. 34
Kuzmin's Theorem
pp. 34
Approximate units in Segal algebras
pp. 383
Probleme Du Meilleur Approximant De Pade Dans Un Ensemble Fini d'Approximants
pp. 395
Modeling and Optimization of Scalar Flows on Networks
pp. 40
Definition and basic properties of the weak topology
pp. 51
Proof of Theorem 5.5 in the odd-dimensional case
pp. 55
Symmetries of the Hamiltonian
pp. 56
Classification of the relativistic free particles
pp. 56
The loop space functor for resolutions
pp. 60
Some algebraic aspects of Ω-spaces
pp. 61
Characterization of independence of some Wiener functionals
pp. 70
Proof of Theorem 3 - Part (i)
pp. 77
Multidimensional theory
pp. 78
Modular forms and functions
pp. 79
The invariant trace formula and its applications
pp. 80
Hensélisation
pp. 81
Reduction of Sections
pp. 88
On the stability of discrete equations and ordinary differential equations
pp. 90
What kind of a dynamical system is the radiating electron?
pp. 93
Other methods of treating moduli problems. Artin’s method of algebraic stacks. Griffiths’s method of period maps
pp. 95
Functoriality
pp. 97
On the Control Problem for Schrödinger Operators on Tori
pp. 99
Representations of certain group extensions
pp. 100
Asymptotics of elementary spherical functions
pp. 104
La division des distributions a partir de la resolution des singularites de Hironaka
pp. 107
Bounding the Norm of a Log-Concave Vector Via Thin-Shell Estimates
pp. 108
Problems and perspectives
pp. 111
Characterizations and properties of pointed ANSR’s
pp. 117
Compactification of moduli spaces
pp. 120
Miscellaneous topics
pp. 121
Reduced Lattices
pp. 122
Trace computations
pp. 123
A Appendices
pp. 127
Protoproducts
pp. 128
Subvariety extension. Projection lemma
pp. 129
Copolymers near a Linear Selective Interface
pp. 131
The underlying scheme of a unipotent algebraic group
pp. 133
Probability Inequalities for Matrices
pp. 135
A non-W*, AW*-factor
pp. 149
Anneaux Reticules
pp. 150
Constrained Hamiltonians an introduction to homological algebra in field theoretical physics
pp. 165
An “Almost all” version of theorem 5.1
pp. 173
Generalized Entropy Formula
pp. 178
Gauss quadrature for analytic functions
pp. 185
Possible applications
pp. 185
Extension categories : General theory
pp. 193
Ergodic theory and statistical mechanics of non-equilibrium processes
pp. 197
Reversibility and equivariance in center manifolds
pp. 201
The intermediate value theorem
pp. 215
More Advanced Stuff
pp. 224
More on stationary coding
pp. 229
Intervals of Marks
pp. 277
Introduction to Random Fields
pp. 281
Spatial Interactions
pp. 295
Products, subvarieties etc...
pp. 37
The differential equations on \(\bar N\) satisfied by the cusp form
pp. 377
Emergence with M ≥ 2 Lower Order Types (Phases 0,1,2)
pp. 39
Some general results on Segal algebras
pp. 42
Compactness in the weak topology
pp. 42
Convergence results
pp. 421
Quelques Applications Des Approximants De Pade En Analyse Numerique
pp. 54
Proof of Theorem 5.5 in the even-dimensional case
pp. 61
The metastable exact sequence
pp. 62
A third description of spaces of sections: C(X)-convex modules
pp. 66
The spectrum of the Hamiltonian of a free system
pp. 69
Moment inequalities for Wiener functional
pp. 94
Complements
pp. 97
Anneaux unibranches et géométriquement unibranches
pp. 98
Systems of set-valued equations in Banach spaces
pp. 98
Hamiltonian processes and stochastic processes
pp. 103
Action d'un groupe fini sur un anneau
pp. 105
Application to semilinear initial-boundary value problems
pp. 107
Local Obstructions at a p-adic Place
pp. 107
Concluding remarks
pp. 108
Hermitian structures on solution varieties of nonlinear relativistic wave equations
pp. 114
Conclusion
pp. 121
Homology and cohomology computations
pp. 123
Cell-like maps
pp. 124
Sur la stabilite des applications differentiables (stabilite infinitesimale ⇒ stabilite)
pp. 129
Fine moduli spaces. The universal families for stable curves with level n-structure
pp. 129
Fixed Points and the Lefschetz Number
pp. 139
Inequalities for the Centred Empirical Risk and Its Derivative
pp. 140
Fixed points and commutation theorems
pp. 141
References
pp. 141
The hyperalgebra of a unipotent group scheme
pp. 144
Subsheaf extension
pp. 146
Induction constants for Galois Gauss sums
pp. 149
Asymptotic Homological Conjectures in Mixed Characteristic
pp. 155
Copolymers near a Random Selective Interface
pp. 161
The index of the dirac operator in loop space
pp. 169
Other Examples and Variations
pp. 172
Anneaux Reticules Produits Sous-Directs d’Anneaux Totalement Ordonnes
pp. 181
Occurrence of the different types of behaviour
pp. 193
On the Geronimus polynomial sets
pp. 205
Exact Dimensionality of Hyperbolic Measures
pp. 210
Mathematical problems in theoretical biology
pp. 219
Lyapunov regularity and exponential dichotomies
pp. 221
More module theory
pp. 247
On normal ideals and Boolean algebras
pp. 265
Some Related Problems
pp. 283
Branched polymers, polymer gels and percolation theory
pp. 326
Representation theory revisited
pp. 336
Lecture: Introduction, Tangent Sets
pp. 337
Central Limit Theorems for Weakly Dependent Random Fields
pp. 39
Application of the differential equations
pp. 43
Certain ideals in Segal algebras
pp. 45
Criteria for weak convergence
pp. 49
The Borel-Cantelli lemma of Schmidt-Philipp
pp. 70
Calculating the groups
pp. 715
The General (M, M)-Type Mean-Field Model: Emergence, Fixation and Droplets
pp. 72
Bordism of diffeomorphisms on manifolds with additional normal structures like Spin-, unitary structures or framings; orientation reversing diffeomorphisms and the unoriented case
pp. 78
A lower bound of the essential spectrum
pp. 80
C(X)-submodules of Γ(p)
pp. 81
Introduction to the theorem of Ramer
pp. 112
couples henséliens
pp. 119
Brauer–Manin and Descent Obstructions
pp. 119
Vector bundle connections and liftings of partial differential operators
pp. 133
Identifying Set Inclusion by Projective Positions and Mixed Volumes
pp. 141
Some open problems
pp. 144
Applications of moduli theory to fibre spaces and the additivity formula for the Kodaira dimension of fibre spaces. Open problems
pp. 145
Algebraic features of equilibrium states
pp. 151
The Margin Condition
pp. 153
Globalization
pp. 156
Synthesis of results
pp. 166
Germes d'applications C∞ . (Stabilite, jets k-suffisants, e.a.d.s.)
pp. 181
Random Pinning and Wetting of Polymers
pp. 182
Jacobi quartics, legendre polynomials and formal groups
pp. 187
Examples of CMCY Families of 3-manifolds and their Invariants
pp. 200
Le Spectre Et La Representation Par Des Sections Dans Des Faisceaux
pp. 203
The bounds for the error term of an asymptotic approximation of Jacobi polynomials
pp. 231
On predator-prey equations simulating an immune response
pp. 249
Lyapunov regularity in Hilbert spaces
pp. 249
Extension categories : Finite groups
pp. 260
A note on κ-freeness of abelian groups
pp. 334
Birationality and quasivarieties
pp. 346
Lecture: Lower Bounds
pp. 385
Strong Limit Theorems for Increments of Random Fields
pp. 42
The functions FJ (ν| \(\bar n\) ) (b)
pp. 47
On the structure of M +(X)
pp. 51
Canonical representation of the ideals
pp. 54
Some extensions of Kuzmin's theorem
pp. 781
Neutral Evolution on E 1 After Fixation (Phase 3)
pp. 86
Quotients of bundles and C(X)-modules
pp. 87
The essential spectrum of the Hamiltonian of an N-particle system with external forces
pp. 95
Application to SK-groups
pp. 101
Miscellaneous results: Ring structure, generators, relation to the inertia group
pp. 103
The essential spectrum of the internal Hamiltonian of a free system
pp. 130
Estimates for spatio-temporally dependent reaction diffusion systems
pp. 133
Phase space of the coupled vectorial Klein-Gordon-Maxwell equations
pp. 147
Fragments of Non-abelian Tate–Poitou Duality
pp. 147
Vitushkin-Type Theorems
pp. 156
Minimal dilations of CP-flows
pp. 166
Historical notes
pp. 166
modified correspondences
pp. 167
Some Worked-Out Examples
pp. 199
Maximal Families of CMCY Type
pp. 205
Polymers in a Random Potential
pp. 216
Note on the Landweber-Stong elliptic genus
pp. 222
The distribution of zeros of the polynomial eigenfunctions of ordinary differential operators of arbitrary order
pp. 224
Groupes Archimediens Et Groupes Complets
pp. 244
Bifurcation theory for gradient systems
pp. 265
Stability of nonautonomous equations in Hilbert spaces
pp. 269
On countable theories with models — homogeneous models only
pp. 314
Critical exponents and thresholds for percolation and conduction
pp. 352
A non-commutative version of the riemann-roch theorem for curves
pp. 357
Lecture: Calculus of Scores
pp. 399
Geometry of Large Random Trees: SPDE Approximation
pp. 51
The homomorphism FJ
pp. 56
Outer measures
pp. 56
Segal algebras and normal subgroups
pp. 787
Re-equilibration on Higher Level E 1 (Phase 4)
pp. 81
Some calculations of the stable homotopy groups for the K(Z,n)
pp. 95
Morphisms between bundles
pp. 112
Bundles of operators
pp. 119
Proof of theorem 11.16
pp. 151
Particle theory and global geometry
pp. 157
On the Section Conjecture for Torsors
pp. 159
M-Estimates for Isotropic Convex Bodies and Their L q -Centroid Bodies
pp. 199
Brouwer’s Fixed Point Theorem and Sparsity
pp. 241
Orthomorphismes Et f-Anneaux Archimediens
pp. 347
Models of disordered media: Some new results, including some new connections between composite-media, fluid-state, and random-flight theories
pp. 370
Lecture: Gaussian Approximations
pp. 382
Work in progress, [91]
pp. 54
First solution of the ξ-problem
pp. 55
Preservation of certain filtrations
pp. 60
Hausdorff measures
pp. 62
Segal algebras on quotient groups
pp. 811
Iteration of the Cycle I: Emergence and Fixation on E 2
pp. 91
An example for the metastable exact sequence
pp. 136
Excursion: Continuous lattices and bundles
pp. 161
Extensions of an algorithm for the analysis of nongeneric Hopf bifurcations, with applications to delay-difference equations
pp. 165
Group theoretical aspects of the chronometric theory
pp. 168
Homogeneity of the state space of factors of type III1
pp. 175
Nilpotent Sections
pp. 215
Asymptotically Linear Estimators of the Precision Matrix
pp. 241
Electrostatic interpretation of zeros
pp. 258
Representation Par Des Fonctions Numeriques Continues
pp. 276
Remarks on squares
pp. 288
Groundwater flow as a singular perturbation problem and remarks about numerical methods
pp. 370
Variational bounds on the diffusive and hydrodynamic permeabilities of randomly perforated sheets
pp. 383
Lecture: Empirical Processes and Consistency of Z-Estimators
pp. 60
Second solution of the ξ-problem
pp. 63
Hausdorff dimension
pp. 64
Injectivity of the homomorphism FJ
pp. 69
Closed ideals with approximate units in Segal algebras
pp. 829
Iteration of the Cycle II: Extension to the General Multilevel Hierarchy
pp. 98
Further calculations for some truncated projective spaces
pp. 144
M-structure and bundles
pp. 170
Spinor structures
pp. 173
Product isometries and automorphisms of the car algebra
pp. 176
The forced spherical pendulum does have forced oscillations
pp. 197
Sections over Finite Fields
pp. 199
Reflectionless Measures and the Mattila-Melnikov-Verdera Uniform Rectifiability Theorem
pp. 223
Lower Bounds for Sparse Quadratic Forms
pp. 251
Associated dual Hahn polynomials
pp. 281
Groupes Hyper-Archimediens Et Sommes Directes De Groupes Reels
pp. 298
Nonlinear problems in nuclear reactor analysis
pp. 391
Diffusions and random walks in random media
pp. 395
Lecture: Empirical Processes and Normality of Z-Estimators
pp. 74
Invariance properties of the homomorphism FJ(ν)
pp. 77
Symmetric Segal algebras on compact groups
pp. 839
Winding-Up: Proofs of the Theorems 3–11
pp. 154
An adequate M-theory for Ω-spaces
pp. 183
Radial bounds for Schrödinger operators in euclidean domains
pp. 186
Construction of ITPFI with non-trivial uncountable T-set
pp. 186
The complex cayley algebra and the Lorentz group
pp. 207
On the Section Conjecture over Local Fields
pp. 233
Symmetrization, Contraction and Concentration
pp. 255
Szego's Theorem for polynomials orthogonal with respect to varying measures
pp. 400
Waves in disordered media
pp. 412
Lecture: Efficient Score and One-step Estimators
pp. 66
Joint continuity
pp. 68
Comparison theorems
pp. 85
Segal algebras on abelian groups
pp. 91
Non-vanishing of certain polynomials
pp. 159
Duality
pp. 189
On the algebraic reduction theory for countable direct summand C*-algebras of separable C*-algebras
pp. 191
Jumping nonlinearity for 2nd order ODE with positive forcing
pp. 197
Prequantisation from path integral viewpoint
pp. 213
Fields of Cohomological Dimension 1
pp. 239
Chaining Including Concentration
pp. 261
Estimates for Measures of Sections of Convex Bodies
pp. 343
Stability properties and periodic behavior of controlled biochemical systems
pp. 414
Microscopic origins of stochastic crack growth
pp. 424
Lecture: Rates of Convergence
pp. 68
Preservation of weak convergence
pp. 75
The main theorem of dimension theory of Jacobi algorithm
pp. 94
Algebraic properties of the C-ring
pp. 95
L1-algebras of compact and of abelian groups
pp. 183
The closure of the "unit ball" of a bundle and separation axioms
pp. 204
Moment conditions for a Volterra integral equation in a Banach space
pp. 207
A geometrical property of POV-measures and systems of covariance
pp. 219
Cuspidal Sections and Birational Analogues
pp. 255
Metric Structure of Convex Hulls
pp. 273
Remarks on the KLS Conjecture and Hardy-Type Inequalities
pp. 279
Le calcul des formes lineaires et les polynômes orthogonaux semi-classioues
pp. 433
Lecture: Maximum and Profile Likelihood
pp. 90
Ergodic invariant measures
pp. 97
The difference equations satisfied by the C-function
pp. 102
The critical points of the function ν(H( \(\bar n\) ))
pp. 200
Locally trivial bundles: A definition
pp. 210
Asymptotic behaviors of solutions of a system of linear ordinary differential equations as t→∞
pp. 229
Path integrals over manifolds
pp. 291
The Lp minimality and near-minimality of orthogonal polynomial approximation and integration methods
pp. 293
Modified Paouris Inequality
pp. 446
Lecture: Infinite-dimensional Z-Estimators
pp. 94
Volume as approximation measure
pp. 107
The asymptotic behaviour of the C-function
pp. 202
Local linear independence
pp. 218
Implicit differential equations which are not solvable for the highest derivative
pp. 241
Gauge-theory ghosts and ghost-gauge theories
pp. 300
Orthogonal rational functions with poles in a finite subset of R
pp. 99
Proof of the conjecture for n=1 and n=2
pp. 105
Erratum to: The metrical theory of Jacobi-Perron algorithm
pp. 123
The uniqueness theorem
pp. 209
The space Mod(Γ(p) ,C(X))
pp. 225
A stability analysis for a class of differential-delay equations having time-varying delay
pp. 308
Nth-root asymptotics of orthonormal polynomials and non-diagonal pade approximants
pp. 335
Quantitative Version of a Silverstein’s Result
pp. 106
Erratum
pp. 125
The representation theorems
pp. 232
Internal duality of C(X) -modules
pp. 243
On an interval map associated with a delay logistic equation with discontinuous delays
pp. 272
Quantum fields in curved space-times and scattering theory
pp. 320
Zeros of orthogonal polynomials on harmonic algebraic curves
pp. 341
The (B) Conjecture for Uniform Measures in the Plane
pp. 130
Conclusion
pp. 252
The dual space Γ(p) ' of a space of sections
pp. 296
The quantized maxwell field and its gauges; A generalization of wightman theory
pp. 328
Open problems
pp. 355
Maximal Surface Area of a Convex Set in \(\mathbb{R}^{n}\) with Respect to Log Concave Rotation Invariant Measures
pp. 385
On the Equivalence of Modes of Convergence for Log-Concave Measures
pp. 395
A Remark on the Diameter of Random Sections of Convex Bodies
pp. 405
A Note on Certain Convolution Operators
pp. 423
A Formula for Mixed Volumes
pp. 427
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