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Mit dem Inkraftreten der der Energie-Einspar-Verordnung EnEV 2006 und der Einführung des Energieausweises für Gebäude innerhalb der EU ist ein starker Anstieg des Auftragsvolumens im Bereich der Gebäudesanierung zu erwarten. Dieser Band ist ein Ratgeber mit konkreten Hinweisen zur Umsetzung energetischer Sanierungsmaßnahmen, der den Planer vom Entwurf bis zur Ausführung begleitet. Alle energetischen Fragen sind entsprechend der Zielsetzungen behandelt. Großmaßstäbliche Detailzeichnungen dokumentieren konstruktive Lösungen zur Behebung baulicher Schwachstellen. Ein Überblick über anlagentechnische Maßnahmen hilft bei der Beurteilung von Möglichkeiten, Kosten und Wirtschaftlichkeit. Dass nachhaltige Verbesserungen nicht allein durch energetische Maßnahmen erreicht werden können, sondern dass die Betrachtung des gesamten Gebäudes wichtig ist, zeigen realisierte Projekte. Die Beispiele sind jeweils mit Zustandsanalyse, Darstellung der Maßnahmen und deren Bewertung dokumentiert. Now that the Energy Certificate for Buildings has been introduced throughout the European Union, we can expect to see a sharp rise in the number of building renovations. This volume is a practical guide with concrete recommendations for realizing energy-related renovation measures - it accompanies the planner from design to execution. All energy-related issues are treated according to their goals. Large-scale detail drawings document constructive solutions for removing structural weaknesses. An overview of installation engineering measures helps to evaluate possibilities, costs, and economic viability. The book uses realized projects to demonstrate that sustainable improvements cannot be achieved by energy-specific measures alone - it is also important to consider the building as a whole. All of the examples are documented with a state analysis as well as a depiction and assessment of the measures taken.

Buildings --- Architecture and energy conservation. --- Energy conservation and architecture --- Energy efficient buildings --- Energy conservation --- Energy conservation. --- Zero energy buildings

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art criticism --- exhibiting --- art [fine art] --- art theory --- art market --- Art --- interactive art --- anno 2000-2009 --- anno 1990-1999 --- Art criticism. --- Art, Modern --- Art criticism --- Arts --- Criticism --- Affichistes (Group of artists) --- Fluxus (Group of artists) --- Modernism (Art) --- Schule der Neuen Prächtigkeit (Group of artists) --- Zero (Group of artists) --- Contemporary art --- Analysis, interpretation, appreciation --- art [discipline] --- kunstsociologie

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Is aggressive monetary policy response to inflation feasible in countries that suffer from fiscal dominance? We find that if nominal interest rates are allowed to respond to government debt, even aggressive rules that satisfy the Taylor principle can produce unique equilibria. However, resulting inflation is extremely volatile and zero lower bound on nominal interest rates is frequently violated. Within the set of feasible rules the optimal response to inflation is highly negative, and more aggressive inflation fighting is inferior from a welfare point of view. The welfare gain from responding to fiscal variables is minimal compared to the gain from eliminating fiscal dominance.

Banks and Banking --- Inflation --- Public Finance --- Price Level --- Deflation --- Interest Rates: Determination, Term Structure, and Effects --- National Government Expenditures and Related Policies: General --- Fiscal Policy --- Macroeconomics --- Finance --- Public finance & taxation --- Expenditure --- Zero lower bound --- Real interest rates --- Fiscal policy --- Prices --- Interest rates --- Expenditures, Public

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Art --- Contemporary [style of art] --- women [female humans] --- hedendaagse kunst --- vrouw in de kunst --- anno 1970-1979 --- anno 1980-1989 --- anno 1990-1999 --- anno 2000-2009 --- Art, Modern --- Women artists --- 7.038 --- Abramovic Marina --- beeldhouwkunst --- Bourgeois Louise --- feminisme --- fotografie --- Gallagher Ellen --- gender studies --- Hamilton Ann --- Holzer Jenny --- installaties --- kunst --- Neshat Shirin --- performances --- Pfaff Judy --- schilderkunst --- Schutz Dana --- Sherman Cindy --- Smith Kiki --- Spero Nancy --- Artists, Women --- Women as artists --- Artists --- Affichistes (Group of artists) --- Fluxus (Group of artists) --- Modernism (Art) --- Schule der Neuen Prächtigkeit (Group of artists) --- Zero (Group of artists) --- Sociology of the family. Sociology of sexuality --- Murray, Elizabeth --- Bourgeois, Louise --- Spero, Nancy --- Abramovic, Marina --- Pfaff, Judy --- Schutz, Dana --- Sherman, Cindy --- Holzer, Jenny --- Smith, Kiki --- Neshat, Shirin --- Hamilton, Ann --- Gallagher, Ellen --- anno 1900-1999 --- anno 2000-2099 --- Feminism --- Visual arts --- Book

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Resolution of singularities is a powerful and frequently used tool in algebraic geometry. In this book, János Kollár provides a comprehensive treatment of the characteristic 0 case. He describes more than a dozen proofs for curves, many based on the original papers of Newton, Riemann, and Noether. Kollár goes back to the original sources and presents them in a modern context. He addresses three methods for surfaces, and gives a self-contained and entirely elementary proof of a strong and functorial resolution in all dimensions. Based on a series of lectures at Princeton University and written in an informal yet lucid style, this book is aimed at readers who are interested in both the historical roots of the modern methods and in a simple and transparent proof of this important theorem.

Singularities (Mathematics) --- 512.761 --- Geometry, Algebraic --- Singularities. Singular points of algebraic varieties --- 512.761 Singularities. Singular points of algebraic varieties --- Adjunction formula. --- Algebraic closure. --- Algebraic geometry. --- Algebraic space. --- Algebraic surface. --- Algebraic variety. --- Approximation. --- Asymptotic analysis. --- Automorphism. --- Bernhard Riemann. --- Big O notation. --- Birational geometry. --- C0. --- Canonical singularity. --- Codimension. --- Cohomology. --- Commutative algebra. --- Complex analysis. --- Complex manifold. --- Computability. --- Continuous function. --- Coordinate system. --- Diagram (category theory). --- Differential geometry of surfaces. --- Dimension. --- Divisor. --- Du Val singularity. --- Dual graph. --- Embedding. --- Equation. --- Equivalence relation. --- Euclidean algorithm. --- Factorization. --- Functor. --- General position. --- Generic point. --- Geometric genus. --- Geometry. --- Hyperplane. --- Hypersurface. --- Integral domain. --- Intersection (set theory). --- Intersection number (graph theory). --- Intersection theory. --- Irreducible component. --- Isolated singularity. --- Laurent series. --- Line bundle. --- Linear space (geometry). --- Linear subspace. --- Mathematical induction. --- Mathematics. --- Maximal ideal. --- Morphism. --- Newton polygon. --- Noetherian ring. --- Noetherian. --- Open problem. --- Open set. --- P-adic number. --- Pairwise. --- Parametric equation. --- Partial derivative. --- Plane curve. --- Polynomial. --- Power series. --- Principal ideal. --- Principalization (algebra). --- Projective space. --- Projective variety. --- Proper morphism. --- Puiseux series. --- Quasi-projective variety. --- Rational function. --- Regular local ring. --- Resolution of singularities. --- Riemann surface. --- Ring theory. --- Ruler. --- Scientific notation. --- Sheaf (mathematics). --- Singularity theory. --- Smooth morphism. --- Smoothness. --- Special case. --- Subring. --- Summation. --- Surjective function. --- Tangent cone. --- Tangent space. --- Tangent. --- Taylor series. --- Theorem. --- Topology. --- Toric variety. --- Transversal (geometry). --- Variable (mathematics). --- Weierstrass preparation theorem. --- Weierstrass theorem. --- Zero set. --- Differential geometry. Global analysis