Publications related to Global well-posedness for the Yang-Mills equation in 4+1 dimensions: Small energy

Energy diaphragm walls for Turin metro

Energy diaphragm walls for Turin metro: The increasing need for renewable sources of energy for heating and cooling of buildings and infrastructures makes energy geostructures an innovative and interesting technology, which is rapidly spreading all around ...

2016

SEPIA - Social Cushioning of Energy Price Increases and Public Acceptability

Philippe Thalmann, Frank Vöhringer, Andrea Baranzini, Dario Stocker, Wolfgang Knoke

This report is about finding ways to make green taxes, such as taxes on 'dirty' energy, more acceptable, in particular by chosing a mode of revenue recycling that is prefered by the population. Thus, it investigates distributional and other effects of ener ...

2016

Balancing family with a successful career in neuroscience

Johannes Gräff

After years of hard work as a student and postdoc, stressful negotiations and restless nights of agony regarding your academic future, you managed to secure a PI position and establish your own lab. And just when you thought you could relax a bit and enjoy ...

Wiley-Blackwell2016

A Fast Pruning Technique for Low-Power Inexact Circuit Design

Giovanni De Micheli, Pierre-Emmanuel Julien Marc Gaillardon, Luca Gaetano Amarù, Jaime Joven Murillo, Johan Broc

Inexact Circuits are circuits in which the accuracy of the output can be traded for cost savings (energy, area and/or delay). In the context of advanced technology scaling and power density increase, inexact circuits appear to be very promising as ...

IEEE2015

Global Well-Posedness For The Maxwell-Klein-Gordon Equation In 4+1 Dimensions: Small Energy

Joachim Krieger, Daniel Tataru

We prove that the critical Maxwell-Klein-Gordon equation on R4+1 is globally well-posed for smooth initial data which are small in the energy norm. This reduces the problem of global regularity for large, smooth initial data to precluding concentration of ...

Duke Univ Press2015

Stable blow up dynamics for energy supercritical wave equations

Roland Donninger

We study the semilinear wave equation

\displaystyle \partial _t^2 \psi -\Delta \psi =\vert\psi \vert^{p-1}\psi

for

p > 3

with radial data in three spatial dimensions. There exists an explicit solution which blows up at

t=T>0

given by $\displaystyl ...

American Mathematical Society2014

A codimension two stable manifold of near soliton equivariant wave maps

Joachim Krieger, Daniel Tataru

We consider finite-energy equivariant solutions for the wave map problem from ℝ2+1 to S2 which are close to the soliton family. We prove asymptotic orbital stability for a codimension-two class of initial data which is small with respect to a stronger topo ...

Mathematical Science Publ2013

Net primary energy balance of a solar-driven photoelectrochemical water-splitting device

Sophia Haussener

A fundamental requirement for a renewable energy generation technology is that it should produce more energy during its lifetime than is required to manufacture it. In this study we evaluate the primary energy requirements of a prospective renewable energy ...

Royal Society of Chemistry2013

Global dynamics away from the ground state for the energy-critical nonlinear wave equation

Joachim Krieger

We study global behavior of radial solutions for the nonlinear wave equation with the focusing energy critical nonlinearity in three and five space dimensions. Assuming that the solution has energy at most slightly more than the ground states and gets away ...

2013

INDEX OF ENERGY PRESENT VALUE: Assessment tool for energy savings and distributed energy production

Philippe Bélanger

Areas/Paper type – 08. Integration of renewable energy in the built environment, Methodology Background – Today’s simulation technology in engineering and architecture are very impressive. As a result technology developers have a good idea of the resulting ...

2013

Global well-posedness for the Yang-Mills equation in 4+1 dimensions: Small energy

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Energy diaphragm walls for Turin metro

SEPIA - Social Cushioning of Energy Price Increases and Public Acceptability

Balancing family with a successful career in neuroscience

A Fast Pruning Technique for Low-Power Inexact Circuit Design

Global Well-Posedness For The Maxwell-Klein-Gordon Equation In 4+1 Dimensions: Small Energy

Stable blow up dynamics for energy supercritical wave equations

A codimension two stable manifold of near soliton equivariant wave maps

Net primary energy balance of a solar-driven photoelectrochemical water-splitting device

Global dynamics away from the ground state for the energy-critical nonlinear wave equation

INDEX OF ENERGY PRESENT VALUE: Assessment tool for energy savings and distributed energy production

Global dynamics away from the ground state for the energy-critical nonlinear wave equation

A codimension two stable manifold of near soliton equivariant wave maps

Stable blow up dynamics for energy supercritical wave equations

SEPIA - Social Cushioning of Energy Price Increases and Public Acceptability

Global Well-Posedness For The Maxwell-Klein-Gordon Equation In 4+1 Dimensions: Small Energy

Energy diaphragm walls for Turin metro

Balancing family with a successful career in neuroscience

A Fast Pruning Technique for Low-Power Inexact Circuit Design

Net primary energy balance of a solar-driven photoelectrochemical water-splitting device

INDEX OF ENERGY PRESENT VALUE: Assessment tool for energy savings and distributed energy production