Current topics in microbiology and immunology

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Current topics in microbiology and immunology / Arber, Werner ; Cooper, M.

資料種別:

図書

出版情報:

Berlin ; Tokyo : Springer-Verlag, 1967-

形態:

v. ; 25 cm

著者名:

ISBN:

9783540056393 [3540056394] (57 : gw)
9780387056395 [0387056394] (57 : us)
9783540059431 [3540059431] (59 : gw)
9780387059433 [0387059431] (59 : us)
9783540060635 [3540060634] (60 : gw)
9780387060637 [0387060634] (60 : us)
9783540061205 [3540061207] (61 : gw)
9780387061207 [0387061207] (61 : us)
9783540065982 [3540065989] (62 : gw)
9780387065984 [0387065989] (62 : us)
9783540065999 [3540065997] (63 : gw)
9780387065991 [0387065997] (63 : us)
9783540065982 [3540065989] (v. 68)
9783540075936 [3540075933] (v. 73)
9783540076575 [3540076573] (v. 74)
9783540080138 [3540080139] (v. 75)
9783540082385 [3540082387] (v. 76)
9783540084013 [3540084010] (v. 77)
9783540084990 [3540084991] (v. 78)
9783540085874 [3540085874] (v. 79)
9783540087816 [3540087818] (v. 80 : gw)
9780387087818 [0387087818] (v. 80 : us)
9783540089810 [3540089810] (v. 82)
9783540090342 [3540090347] (v. 83)
9783540090298 [3540090290] (v. 84 : gw)
9780387090290 [0387090290] (v. 84 : us)
9783540094104 [3540094105] (v. 85)
9783540094326 [3540094326] (v. 86)
9783540094333 [3540094334] (v. 87)
9783540094159 [3540094156] (v. 88)
9783540101819 [3540101810] (v. 90 : gw)
9780387101811 [0387101810] (v. 90 : us)
9783540107224 [3540107223] (v. 91 : gw)
9780387107226 [0387107223] (v. 91 : us)
9783540108030 [3540108033] (v. 94-95 : gw)
9780387108032 [0387108033] (v. 94-95 : us)
9783540111184 [3540111182] (v. 97 : gw)
9780387111186 [0387111182] (v. 97 : us)
9783540114192 [354011419X] (v. 99)
9783540124924 [3540124926] (v. 105 : gw)
9783540151036 [3540151036] (v. 114 : gw)
9783540166214 [3540166211] (v. 128 : gw)
9780387166216 [0387166211] (v. 128 : us)
9783540168348 [3540168346] (v. 129 : gw)
9780387168340 [0387168346] (v. 129 : us)

書誌ID:

BA00773360

子書誌情報

フルテキスト

所蔵情報

他の版・巻

書誌詳細

その他の標題:

Curr. top. microbiol. immunol
Current topics in microbiology and immunology
CTMI

ISSN:

0070217X

注記:

子書誌あり
Editors varies: v. 84 edited by W. Arber ... [et al.]; v. 105, editors, M. Cooper ... [et al.]
Publication place of v. 57-63: Berlin ; Heidelberg ; New York
Includes bibliographical references

主題:

Immunology; Microbiology

言語:

英語

目次情報:

Neutron Applications in Earth, Energy, and Environmental Sciences / Romano Rinaldi ; Liyuan Liang ; Helmut Schober1：

Neutron Scattering-A Non-destructive Microscope for Seeing Inside Matter / Roger Pynn2：

Neutron Scattering Instrumentation / 3：

Applications: Earth Sciences / Part I：

Structural and Magnetic Phase Transitions in Minerals: In Situ Studies by Neutron Scattering / Simon A. T. Redfern ; Richard J. Harrison4：

Inelastic Neutron Scattering and Lattice Dynamics: Perspectives and Challenges in Mineral Physics / Narayani Choudhury ; Samrath Lal Chaplot5：

A Microscopic View of Mass Transport in Silicate Melts by Quasielastic Neutron Scattering and Molecular Dynamics Simulations / Andreas Meyer ; Florian Kargl ; Jurgen Horbach6：

Neutron Diffraction Studies of Hydrous Minerals in Geosciences / Hermann Gies7：

Studies of Mineral-Water Surfaces / Nancy L. Ross ; Elinor C. Spencer ; Andrey A. Levchenko ; Alexander I. Kolesnikov ; David J. Wesolowski ; David R. Cole ; Eugene Mamontov ; Lukas Vlcek8：

Neutron Diffraction and the Mechanical Behavior of Geological Materials / Stephen J. Covey-Crump ; Paul F. Schofield9：

The Contribution of Neutron Texture Goniometry to the Study of Complex Tectonics in the Alps / Jan Pleuger ; Nikolaus Froitzheim ; Jan F. Derks ; Walter Kurz ; Jan Albus ; Jens M. Walter ; Ekkehard Jansen10：

Neutron Imaging Methods and Applications / Eberhard H. Lehmann11：

Applications: Energy / Part II：

Vibrational Dynamics and Guest-Host Coupling in Clathrate Hydrates / Michael M. Koza12：

Applications of Neutron Scattering in the Chemical Industry: Proton Dynamics of Highly Dispersed Materials, Characterization of Fuel Cell Catalysts, and Catalysts from Large-Scale Chemical Processes / Peter W. Albers ; Stewart F. Parker13：

Hydrogen and Hydrogen-Storage Materials / Milva Celli ; Daniele Colognesi ; Marco Zoppi14：

Lithium Ion Materials for Energy Applications: Structural Properties from Neutron Diffraction / Michele Catti15：

Applications: Environment / Part III：

Application of Neutron Reflectivity for Studies of Biomolecular Structures and Functions at Interfaces / Alexander Johs ; Baohua Gu ; John F. Ankner ; Wei Wang16：

Pollutant Speciation in Water and Related Environmental Treatment Issues / Gabriel J. Cuello ; Gabriela Roman-Ross ; Alejandro Fernandez-Martinez ; Oleg Sobolev ; Laurent Charlet ; Neal T. Skipper17：

Clay Swelling: New Insights from Neutron-Based Techniques / Isabelle Bihannic ; Alfred Delville ; Bruno Deme ; Marie Plazanet ; Frederic Villieras ; Laurent J. Michot18：

Structure and Dynamics of Fluids in Microporous and Mesoporous Earth and Engineered Materials / Gernot Rother19：

The Combined Ultra-Small- and Small-Angle Neutron Scattering (USANS/SANS) Technique for Earth Sciences / Roberto Triolo ; Michael Agamalian20：

Biosynthesis of Magnetite by Microbes / Sarah S. Staniland ; Bruce Ward ; Andrew Harrison21：

Index

Smoothness and Function Spaces

Riesz and Bessel Potentials, Fractional Integrals / 6.1：

Riesz Potentials / 6.1.1：

Bessel Potentials / 6.1.2：

Exercises

Sobolev Spaces / 6.2：

Definition and Basic Properties of General Sobolev Spaces / 6.2.1：

Littlewood-Paley Characterization of Inhomogeneous Sobolev Spaces / 6.2.2：

Littlewood-Paley Characterization of Homogeneous Sobolev Spaces / 6.2.3：

Lipschitz Spaces / 6.3：

Introduction to Lipschitz Spaces / 6.3.1：

Littlewood-Paley Characterization of Homogeneous Lipschitz Spaces / 6.3.2：

Littlewood-Paley Characterization of Inhomogeneous Lipschitz Spaces / 6.3.3：

Hardy Spaces / 6.4：

Definition of Hardy Spaces / 6.4.1：

Quasinorm Equivalence of Several Maximal Functions / 6.4.2：

Consequences of the Characterizations of Hardy Spaces / 6.4.3：

Vector-Valued H[superscript p] and Its Characterizations / 6.4.4：

Singular Integrals on Hardy Spaces / 6.4.5：

The Littlewood-Paley Characterization of Hardy Spaces / 6.4.6：

Besov-Lipschitz and Triebel-Lizorkin Spaces / 6.5：

Introduction of Function Spaces / 6.5.1：

Equivalence of Definitions / 6.5.2：

Atomic Decomposition / 6.6：

The Space of Sequences f[subscript p superscript alpha,q] / 6.6.1：

The Smooth Atomic Decomposition of F[subscript p superscript alpha,q] / 6.6.2：

The Nonsmooth Atomic Decomposition of F[subscript p superscript alpha,q] / 6.6.3：

Atomic Decomposition of Hardy Spaces / 6.6.4：

Singular Integrals on Function Spaces / 6.7：

Singular Integrals on the Hardy Space H[superscript 1] / 6.7.1：

Singular Integrals on Besov-Lipschitz Spaces / 6.7.2：

Singular Integrals on H[superscript p] (R[superscript n]) / 6.7.3：

A Singular Integral Characterization of H[superscript 1] (R[superscript n]) / 6.7.4：

BMO and Carleson Measures

Functions of Bounded Mean Oscillation / 7.1：

Definition and Basic Properties of BMO / 7.1.1：

The John-Nirenberg Theorem / 7.1.2：

Consequences of Theorem 7.1.6 / 7.1.3：

Duality between H[superscript 1] and BMO / 7.2：

Nontangential Maximal Functions and Carleson Measures / 7.3：

Definition and Basic Properties of Carleson Measures / 7.3.1：

BMO Functions and Carleson Measures / 7.3.2：

The Sharp Maximal Function / 7.4：

Definition and Basic Properties of the Sharp Maximal Function / 7.4.1：

A Good Lambda Estimate for the Sharp Function / 7.4.2：

Interpolation Using BMO / 7.4.3：

Estimates for Singular Integrals Involving the Sharp Function / 7.4.4：

Commutators of Singular Integrals with BMO Functions / 7.5：

An Orlicz-Type Maximal Function / 7.5.1：

A Pointwise Estimate for the Commutator / 7.5.2：

L[superscript p] Boundedness of the Commutator / 7.5.3：

Singular Integrals of Nonconvolution Type

General Background and the Role of BMO / 8.1：

Standard Kernels / 8.1.1：

Operators Associated with Standard Kernels / 8.1.2：

Calderon-Zygmund Operators Acting on Bounded Functions / 8.1.3：

Consequences of L[superscript 2] Boundedness / 8.2：

Weak Type (1, 1) and L[superscript p] Boundedness of Singular Integrals / 8.2.1：

Boundedness of Maximal Singular Integrals / 8.2.2：

H[superscript 1] to L[superscript 1] and L[superscript infinity] to BMO Boundedness of Singular Integrals / 8.2.3：

The T (1) Theorem / 8.3：

Preliminaries and Statement of the Theorem / 8.3.1：

The Proof of Theorem 8.3.3 / 8.3.2：

An Application / 8.3.3：

Paraproducts / 8.4：

Introduction to Paraproducts / 8.4.1：

L[superscript 2] Boundedness of Paraproducts / 8.4.2：

Fundamental Properties of Paraproducts / 8.4.3：

An Almost Orthogonality Lemma and Applications / 8.5：

The Cotlar-Knapp-Stein Almost Orthogonality Lemma / 8.5.1：

Almost Orthogonality and the T (1) Theorem / 8.5.2：

Pseudodifferential Operators / 8.5.4：

The Cauchy Integral of Calderon and the T(b) Theorem / 8.6：

Introduction of the Cauchy Integral Operator along a Lipschitz Curve / 8.6.1：

Resolution of the Cauchy Integral and Reduction of Its L[superscript 2] Boundedness to a Quadratic Estimate / 8.6.2：

A Quadratic T(1) Type Theorem / 8.6.3：

A T(b) Theorem and the L[superscript 2] Boundedness of the Cauchy Integral / 8.6.4：

Square Roots of Elliptic Operators / 8.7：

Preliminaries and Statement of the Main Result / 8.7.1：

Estimates for Elliptic Operators on R[superscript n] / 8.7.2：

Reduction to a Quadratic Estimate / 8.7.3：

Reduction to a Carleson Measure Estimate / 8.7.4：

The T(b) Argument / 8.7.5：

The Proof of Lemma 8.7.9 / 8.7.6：

Weighted Inequalities

The A[subscript p] Condition / 9.1：

Motivation for the A[subscript p] Condition / 9.1.1：

Properties of A[subscript p] Weights / 9.1.2：

Reverse Holder Inequality and Consequences / 9.2：

The Reverse Holder Property of A[subscript p] Weights / 9.2.1：

Consequences of the Reverse Holder Property / 9.2.2：

The A[subscript infinity] Condition / 9.3：

The Class of A[subscript infinity] Weights / 9.3.1：

Characterizations of A[subscript infinity] Weights / 9.3.2：

Weighted Norm Inequalities for Singular Integrals / 9.4：

A Review of Singular Integrals / 9.4.1：

A Good Lambda Estimate for Singular Integrals / 9.4.2：

Consequences of the Good Lambda Estimate / 9.4.3：

Necessity of the A[subscript p] Condition / 9.4.4：

Further Properties of A[subscript p] Weights / 9.5：

Factorization of Weights / 9.5.1：

Extrapolation from Weighted Estimates on a Single L[superscript p0] / 9.5.2：

Weighted Inequalities Versus Vector-Valued Inequalities / 9.5.3：

Boundedness and Convergence of Fourier Integrals

The Multiplier Problem for the Ball / 10.1：

Sprouting of Triangles / 10.1.1：

The counterexample / 10.1.2：

Bochner-Riesz Means and the Carleson-Sjolin Theorem / 10.2：

The Bochner-Riesz Kernel and Simple Estimates / 10.2.1：

The Carleson-Sjolin Theorem / 10.2.2：

The Kakeya Maximal Function / 10.2.3：

Boundedness of a Square Function / 10.2.4：

The Proof of Lemma 10.2.5 / 10.2.5：

Kakeya Maximal Operators / 10.3：

Maximal Functions Associated with a Set of Directions / 10.3.1：

The Boundedness of [characters not reproducible] on L[superscript p] (R[superscript 2]) / 10.3.2：

The Higher-Dimensional Kakeya Maximal Operator / 10.3.3：

Fourier Transform Restriction and Bochner-Riesz Means / 10.4：

Necessary Conditions for R[subscript p to q](S[superscript n-1]) to Hold / 10.4.1：

A Restriction Theorem for the Fourier Transform / 10.4.2：

Applications to Bochner-Riesz Multipliers / 10.4.3：

The Full Restriction Theorem on R[superscript 2] / 10.4.4：

Almost Everywhere Convergence of Bochner-Riesz Means / 10.5：

A Counterexample for the Maximal Bochner-Riesz Operator / 10.5.1：

Almost Everywhere Summability of the Bochner-Riesz Means / 10.5.2：

Estimates for Radial Multipliers / 10.5.3：

Time-Frequency Analysis and the Carleson-Hunt Theorem

Almost Everywhere Convergence of Fourier Integrals / 11.1：

Preliminaries / 11.1.1：

Discretization of the Carleson Operator / 11.1.2：

Linearization of a Maximal Dyadic Sum / 11.1.3：

Iterative Selection of Sets of Tiles with Large Mass and Energy / 11.1.4：

Proof of the Mass Lemma 11.1.8 / 11.1.5：

Proof of Energy Lemma 11.1.9 / 11.1.6：

Proof of the Basic Estimate Lemma 11.1.10 / 11.1.7：

Distributional Estimates for the Carleson Operator / 11.2：

The Main Theorem and Preliminary Reductions / 11.2.1：

The Proof of Estimate (11.2.8) / 11.2.2：

The Proof of Estimate (11.2.9) / 11.2.3：

The Proof of Lemma 11.2.2 / 11.2.4：

The Maximal Carleson Operator and Weighted Estimates / 11.3：

Glossary

References

Neutron Applications in Earth, Energy, and Environmental Sciences / Romano Rinaldi ; Liyuan Liang ; Helmut Schober1：

Neutron Scattering-A Non-destructive Microscope for Seeing Inside Matter / Roger Pynn2：

Neutron Scattering Instrumentation / 3：

Applications: Earth Sciences / Part I：

Structural and Magnetic Phase Transitions in Minerals: In Situ Studies by Neutron Scattering / Simon A. T. Redfern ; Richard J. Harrison4：

Inelastic Neutron Scattering and Lattice Dynamics: Perspectives and Challenges in Mineral Physics / Narayani Choudhury ; Samrath Lal Chaplot5：

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