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A Multiple Conclusion Meta Logic
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A Multiple Conclusion Meta Logic

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A Multiple Conclusion Meta Logic

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10 pages

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Least and greatest fixed points in linear logic
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Least and greatest fixed points in linear logic

David Baelde

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Least and greatest fixed points in linear logic

David Baelde

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15 pages

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AAA based Infrastructure for Industrial Wireless Sensor Networks Authors: Thomas Bartzsch University of Applied Sciences Dresden dresden de Dirk Burggraf University of Applied Sciences Dresden dresden de Laura Cristina Gheorghe University Politehnica of Bucharest laura pub ro Alexis Olivereau Commissariat l Energie Atomique France alexis fr Nouha Oualha Commissariat l Energie Atomique France nouha fr Emil Slusanschi University Politehnica of Bucharest emil pub ro Dan Tudose University Politehnica of Bucharest dan pub ro Markus Wehner University of Applied Sciences Dresden dresden de Sven Zeisberg University of Applied Sciences Dresden dresden de
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AAA based Infrastructure for Industrial Wireless Sensor Networks Authors: Thomas Bartzsch University of Applied Sciences Dresden dresden de Dirk Burggraf University of Applied Sciences Dresden dresden de Laura Cristina Gheorghe University Politehnica of Bucharest laura pub ro Alexis Olivereau Commissariat l'Energie Atomique France alexis fr Nouha Oualha Commissariat l'Energie Atomique France nouha fr Emil Slusanschi University Politehnica of Bucharest emil pub ro Dan Tudose University Politehnica of Bucharest dan pub ro Markus Wehner University of Applied Sciences Dresden dresden de Sven Zeisberg University of Applied Sciences Dresden dresden de

Thomas Bartzsch

AAA based Infrastructure for Industrial Wireless Sensor Networks Authors: Thomas Bartzsch University of Applied Sciences Dresden dresden de Dirk Burggraf University of Applied Sciences Dresden dresden de Laura Cristina Gheorghe University Politehnica of Bucharest laura pub ro Alexis Olivereau Commissariat l Energie Atomique France alexis fr Nouha Oualha Commissariat l Energie Atomique France nouha fr Emil Slusanschi University Politehnica of Bucharest emil pub ro Dan Tudose University Politehnica of Bucharest dan pub ro Markus Wehner University of Applied Sciences Dresden dresden de Sven Zeisberg University of Applied Sciences Dresden dresden de Alternate Text
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AAA based Infrastructure for Industrial Wireless Sensor Networks Authors: Thomas Bartzsch University of Applied Sciences Dresden dresden de Dirk Burggraf University of Applied Sciences Dresden dresden de Laura Cristina Gheorghe University Politehnica of Bucharest laura pub ro Alexis Olivereau Commissariat l'Energie Atomique France alexis fr Nouha Oualha Commissariat l'Energie Atomique France nouha fr Emil Slusanschi University Politehnica of Bucharest emil pub ro Dan Tudose University Politehnica of Bucharest dan pub ro Markus Wehner University of Applied Sciences Dresden dresden de Sven Zeisberg University of Applied Sciences Dresden dresden de

Thomas Bartzsch

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3 pages

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PANA applicability in constrained environments
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PANA applicability in constrained environments

Mitsuru Kanda

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PANA applicability in constrained environments

Mitsuru Kanda

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8 pages

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IP Smart Object networks also referred to as LLN Low power and Lossy Networks have unique characteristics and requirements Indeed by contrast with “typical” IP networks where powerful routers are interconnected by highly stable links LLNs are usually interconnected by low power low bandwidth links offering between a few Kbits s and a few hundreds of Kbits s In addition to providing limited bandwidth such links especially wireless are usually extremely unstable with high BER Bit Error Rate It is not unusual to see the PDR Packet Delivery Rate oscillating between and with large bursts of unpredictable errors and even loss of connectivity for some period of time Note that such behavior can be observed both for RF links such as IEEE and PLC links that exhibit similar behaviors Another characteristic of IP smart objects is that node failures for example due to energy depletion are significantly more frequent than in traditional IP networks where nodes are main powered highly redundant multi processors supporting non stop forwarding Another key characteristic is that LLNs do need to scale Some LLNs can be made of dozens and even hundreds of thousands of nodes This explains why specifying protocols for very large scale constrained and unstable environments bring its own sets of challenges For the sake of illustration other topics are discussed later one of the golden rules was to under react to failure by contrast with routing protocols such as OSPF or ISIS where the network needs to re converge within a few dozens of milliseconds This required a real paradigm shift since over reaction would lead to network collapse very rapidly Furthermore control plane overhead had to be minimized while supporting dynamic link node metrics MTR and so forth With these physical constraints and requirements this paper provides a rough first draft at describing the challenges in securing both LLNs and IP smart objects
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IP Smart Object networks also referred to as LLN Low power and Lossy Networks have unique characteristics and requirements Indeed by contrast with “typical” IP networks where powerful routers are interconnected by highly stable links LLNs are usually interconnected by low power low bandwidth links offering between a few Kbits s and a few hundreds of Kbits s In addition to providing limited bandwidth such links especially wireless are usually extremely unstable with high BER Bit Error Rate It is not unusual to see the PDR Packet Delivery Rate oscillating between and with large bursts of unpredictable errors and even loss of connectivity for some period of time Note that such behavior can be observed both for RF links such as IEEE and PLC links that exhibit similar behaviors Another characteristic of IP smart objects is that node failures for example due to energy depletion are significantly more frequent than in traditional IP networks where nodes are main powered highly redundant multi processors supporting non stop forwarding Another key characteristic is that LLNs do need to scale Some LLNs can be made of dozens and even hundreds of thousands of nodes This explains why specifying protocols for very large scale constrained and unstable environments bring its own sets of challenges For the sake of illustration other topics are discussed later one of the golden rules was to under react to failure by contrast with routing protocols such as OSPF or ISIS where the network needs to re converge within a few dozens of milliseconds This required a real paradigm shift since over reaction would lead to network collapse very rapidly Furthermore control plane overhead had to be minimized while supporting dynamic link node metrics MTR and so forth With these physical constraints and requirements this paper provides a rough first draft at describing the challenges in securing both LLNs and IP smart objects

Monique Jeanne Morrow

IP Smart Object networks also referred to as LLN Low power and Lossy Networks have unique characteristics and requirements Indeed by contrast with “typical” IP networks where powerful routers are interconnected by highly stable links LLNs are usually interconnected by low power low bandwidth links offering between a few Kbits s and a few hundreds of Kbits s In addition to providing limited bandwidth such links especially wireless are usually extremely unstable with high BER Bit Error Rate It is not unusual to see the PDR Packet Delivery Rate oscillating between and with large bursts of unpredictable errors and even loss of connectivity for some period of time Note that such behavior can be observed both for RF links such as IEEE and PLC links that exhibit similar behaviors Another characteristic of IP smart objects is that node failures for example due to energy depletion are significantly more frequent than in traditional IP networks where nodes are main powered highly redundant multi processors supporting non stop forwarding Another key characteristic is that LLNs do need to scale Some LLNs can be made of dozens and even hundreds of thousands of nodes This explains why specifying protocols for very large scale constrained and unstable environments bring its own sets of challenges For the sake of illustration other topics are discussed later one of the golden rules was to under react to failure by contrast with routing protocols such as OSPF or ISIS where the network needs to re converge within a few dozens of milliseconds This required a real paradigm shift since over reaction would lead to network collapse very rapidly Furthermore control plane overhead had to be minimized while supporting dynamic link node metrics MTR and so forth With these physical constraints and requirements this paper provides a rough first draft at describing the challenges in securing both LLNs and IP smart objects Alternate Text
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IP Smart Object networks also referred to as LLN Low power and Lossy Networks have unique characteristics and requirements Indeed by contrast with “typical” IP networks where powerful routers are interconnected by highly stable links LLNs are usually interconnected by low power low bandwidth links offering between a few Kbits s and a few hundreds of Kbits s In addition to providing limited bandwidth such links especially wireless are usually extremely unstable with high BER Bit Error Rate It is not unusual to see the PDR Packet Delivery Rate oscillating between and with large bursts of unpredictable errors and even loss of connectivity for some period of time Note that such behavior can be observed both for RF links such as IEEE and PLC links that exhibit similar behaviors Another characteristic of IP smart objects is that node failures for example due to energy depletion are significantly more frequent than in traditional IP networks where nodes are main powered highly redundant multi processors supporting non stop forwarding Another key characteristic is that LLNs do need to scale Some LLNs can be made of dozens and even hundreds of thousands of nodes This explains why specifying protocols for very large scale constrained and unstable environments bring its own sets of challenges For the sake of illustration other topics are discussed later one of the golden rules was to under react to failure by contrast with routing protocols such as OSPF or ISIS where the network needs to re converge within a few dozens of milliseconds This required a real paradigm shift since over reaction would lead to network collapse very rapidly Furthermore control plane overhead had to be minimized while supporting dynamic link node metrics MTR and so forth With these physical constraints and requirements this paper provides a rough first draft at describing the challenges in securing both LLNs and IP smart objects

Monique Jeanne Morrow

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4 pages

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June Final version for the proceedings of CSL 09
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June Final version for the proceedings of CSL'09

June Final version for the proceedings of CSL 09 Alternate Text
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June Final version for the proceedings of CSL'09

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15 pages

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A Framework for Analyzing Probabilistic Protocols and its Application to the Partial
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A Framework for Analyzing Probabilistic Protocols and its Application to the Partial

Intend2

A Framework for Analyzing Probabilistic Protocols and its Application to the Partial Alternate Text
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A Framework for Analyzing Probabilistic Protocols and its Application to the Partial

Intend2

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6 pages

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Paisley University of the West of Scotland témoignage
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Paisley University of the West of Scotland témoignage

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Paisley University of the West of Scotland témoignage

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3 pages

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RAPPORT DE STAGE
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RAPPORT DE STAGE

RAPPORT DE STAGE Alternate Text
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RAPPORT DE STAGE

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24 pages

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Université Louis PASTEUR THESE Présentée l UFR de Chimie pour obtenir le grade de Docteur de l Université Louis Pasteur de Strasbourg Par Manuel LEJEUNE CALIX ARÈNES P III FONCTIONNALISÉS: COMPLEXATION PROPRIÈTÉS DYNAMIQUES ET CATALYSE Soutenue le jeudi février devant la commission d examen: Pascal LE FLOCH Directeur de recherche au CNRS Ecole Polytechnique Palaiseau Roger SPITZ Directeur de recherche au CNRS LCPP Villeurbanne Alain DEDIEU Professeur l Université Louis PASTEUR Strasbourg Catherine JEUNESSE* Maître de conférences l Université Robert Schuman Strasbourg Pierre LUTZ Directeur de recherche au CNRS ICS Strasbourg Directeur de thèse Dominique MATT Directeur de recherche au CNRS ULP Strasbourg Directeur de thèse Institut Charles SADRON UPR CNRS Laboratoire de Chimie Moléculaire LC CNRS
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Université Louis PASTEUR THESE Présentée l'UFR de Chimie pour obtenir le grade de Docteur de l'Université Louis Pasteur de Strasbourg Par Manuel LEJEUNE CALIX ARÈNES P III FONCTIONNALISÉS: COMPLEXATION PROPRIÈTÉS DYNAMIQUES ET CATALYSE Soutenue le jeudi février devant la commission d'examen: Pascal LE FLOCH Directeur de recherche au CNRS Ecole Polytechnique Palaiseau Roger SPITZ Directeur de recherche au CNRS LCPP Villeurbanne Alain DEDIEU Professeur l'Université Louis PASTEUR Strasbourg Catherine JEUNESSE* Maître de conférences l'Université Robert Schuman Strasbourg Pierre LUTZ Directeur de recherche au CNRS ICS Strasbourg Directeur de thèse Dominique MATT Directeur de recherche au CNRS ULP Strasbourg Directeur de thèse Institut Charles SADRON UPR CNRS Laboratoire de Chimie Moléculaire LC CNRS

Manuel Lejeune

Université Louis PASTEUR THESE Présentée l UFR de Chimie pour obtenir le grade de Docteur de l Université Louis Pasteur de Strasbourg Par Manuel LEJEUNE CALIX ARÈNES P III FONCTIONNALISÉS: COMPLEXATION PROPRIÈTÉS DYNAMIQUES ET CATALYSE Soutenue le jeudi février devant la commission d examen: Pascal LE FLOCH Directeur de recherche au CNRS Ecole Polytechnique Palaiseau Roger SPITZ Directeur de recherche au CNRS LCPP Villeurbanne Alain DEDIEU Professeur l Université Louis PASTEUR Strasbourg Catherine JEUNESSE* Maître de conférences l Université Robert Schuman Strasbourg Pierre LUTZ Directeur de recherche au CNRS ICS Strasbourg Directeur de thèse Dominique MATT Directeur de recherche au CNRS ULP Strasbourg Directeur de thèse Institut Charles SADRON UPR CNRS Laboratoire de Chimie Moléculaire LC CNRS Alternate Text
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Université Louis PASTEUR THESE Présentée l'UFR de Chimie pour obtenir le grade de Docteur de l'Université Louis Pasteur de Strasbourg Par Manuel LEJEUNE CALIX ARÈNES P III FONCTIONNALISÉS: COMPLEXATION PROPRIÈTÉS DYNAMIQUES ET CATALYSE Soutenue le jeudi février devant la commission d'examen: Pascal LE FLOCH Directeur de recherche au CNRS Ecole Polytechnique Palaiseau Roger SPITZ Directeur de recherche au CNRS LCPP Villeurbanne Alain DEDIEU Professeur l'Université Louis PASTEUR Strasbourg Catherine JEUNESSE* Maître de conférences l'Université Robert Schuman Strasbourg Pierre LUTZ Directeur de recherche au CNRS ICS Strasbourg Directeur de thèse Dominique MATT Directeur de recherche au CNRS ULP Strasbourg Directeur de thèse Institut Charles SADRON UPR CNRS Laboratoire de Chimie Moléculaire LC CNRS

Manuel Lejeune

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207 pages

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Rapport stage d études de comptabilité
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Rapport stage d'études de comptabilité

Rapport stage d études de comptabilité Alternate Text
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Rapport stage d'études de comptabilité

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14 pages

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RAPPORT DE STAGE Présenté par
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RAPPORT DE STAGE Présenté par

RAPPORT DE STAGE Présenté par Alternate Text
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RAPPORT DE STAGE Présenté par

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47 pages

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Rapport de stage au Guatemala
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Rapport de stage au Guatemala

Rapport de stage au Guatemala Alternate Text
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Rapport de stage au Guatemala

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39 pages

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RAPPORT DE STAGE : mise en place d un système de graissage centralisé au parc de séchage
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RAPPORT DE STAGE : mise en place d'un système de graissage centralisé au parc de séchage

RAPPORT DE STAGE : mise en place d un système de graissage centralisé au parc de séchage Alternate Text
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RAPPORT DE STAGE : mise en place d'un système de graissage centralisé au parc de séchage

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39 pages

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A SHORT COURSE ON GEOMETRIC MOTIVIC INTEGRATION
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A SHORT COURSE ON GEOMETRIC MOTIVIC INTEGRATION

A SHORT COURSE ON GEOMETRIC MOTIVIC INTEGRATION Alternate Text
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A SHORT COURSE ON GEOMETRIC MOTIVIC INTEGRATION

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42 pages

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A non Newtonian fluid with Navier boundary conditions
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A non Newtonian fluid with Navier boundary conditions

Adriana Valentina Busuioc

A non Newtonian fluid with Navier boundary conditions Alternate Text
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A non Newtonian fluid with Navier boundary conditions

Adriana Valentina Busuioc

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22 pages

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A soil microscale study to reveal the heterogeneity of Hg II impact
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A soil microscale study to reveal the heterogeneity of Hg II impact

Lionel Ranjard

A soil microscale study to reveal the heterogeneity of Hg II impact Alternate Text
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A soil microscale study to reveal the heterogeneity of Hg II impact

Lionel Ranjard

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9 pages

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An algebraic process calculus
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An algebraic process calculus

Emmanuel Beffara

An algebraic process calculus Alternate Text
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An algebraic process calculus

Emmanuel Beffara

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18 pages

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Automatic continuity of some group homomorphisms
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Automatic continuity of some group homomorphisms

Automatic continuity of some group homomorphisms Alternate Text
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Automatic continuity of some group homomorphisms

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6 pages

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COMPUTING p ADIC L FUNCTIONS OF TOTALLY REAL NUMBER FIELDS
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COMPUTING p ADIC L FUNCTIONS OF TOTALLY REAL NUMBER FIELDS

COMPUTING p ADIC L FUNCTIONS OF TOTALLY REAL NUMBER FIELDS Alternate Text
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COMPUTING p ADIC L FUNCTIONS OF TOTALLY REAL NUMBER FIELDS

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36 pages

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Crystalls Proteins and Isoperimetry
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Crystalls Proteins and Isoperimetry

Erwin Schrdinger

Crystalls Proteins and Isoperimetry Alternate Text
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Crystalls Proteins and Isoperimetry

Erwin Schrdinger

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36 pages

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Fast and Memory Efficient Segmentation of Lung Tumors Using Graph Cuts
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Fast and Memory Efficient Segmentation of Lung Tumors Using Graph Cuts

Nicolas Lermé1

Fast and Memory Efficient Segmentation of Lung Tumors Using Graph Cuts Alternate Text
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Fast and Memory Efficient Segmentation of Lung Tumors Using Graph Cuts

Nicolas Lermé1

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12 pages

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fields in the equations of magnetohydrodynamics
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fields in the equations of magnetohydrodynamics

Lorenzo Brandolese

fields in the equations of magnetohydrodynamics Alternate Text
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fields in the equations of magnetohydrodynamics

Lorenzo Brandolese

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21 pages

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FROM TRIANGULATED CATEGORIES TO CLUSTER ALGEBRAS
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FROM TRIANGULATED CATEGORIES TO CLUSTER ALGEBRAS

FROM TRIANGULATED CATEGORIES TO CLUSTER ALGEBRAS Alternate Text
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FROM TRIANGULATED CATEGORIES TO CLUSTER ALGEBRAS

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33 pages

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Full scale impact test station Risk of rock movements and LCPC s response The rockfall risk is a major concern for public authorities assigned to protect people and property against natural hazards This hazard can stem from isolated blocks or massive rockslides reaching buildings or transport infrastructure Such phenomena are frequently encountered in mountainous zones and near cliff formations where rockfall protection systems have become more prevalent in the form of either flexible facilities e g rock sheds rockfall protection nets energy dissipation structures or more rigid elements galleries and protective shields reinforced concrete slabs infrastructure components etc
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Full scale impact test station Risk of rock movements and LCPC's response The rockfall risk is a major concern for public authorities assigned to protect people and property against natural hazards This hazard can stem from isolated blocks or massive rockslides reaching buildings or transport infrastructure Such phenomena are frequently encountered in mountainous zones and near cliff formations where rockfall protection systems have become more prevalent in the form of either flexible facilities e g rock sheds rockfall protection nets energy dissipation structures or more rigid elements galleries and protective shields reinforced concrete slabs infrastructure components etc

Robert

Full scale impact test station Risk of rock movements and LCPC s response The rockfall risk is a major concern for public authorities assigned to protect people and property against natural hazards This hazard can stem from isolated blocks or massive rockslides reaching buildings or transport infrastructure Such phenomena are frequently encountered in mountainous zones and near cliff formations where rockfall protection systems have become more prevalent in the form of either flexible facilities e g rock sheds rockfall protection nets energy dissipation structures or more rigid elements galleries and protective shields reinforced concrete slabs infrastructure components etc Alternate Text
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Full scale impact test station Risk of rock movements and LCPC's response The rockfall risk is a major concern for public authorities assigned to protect people and property against natural hazards This hazard can stem from isolated blocks or massive rockslides reaching buildings or transport infrastructure Such phenomena are frequently encountered in mountainous zones and near cliff formations where rockfall protection systems have become more prevalent in the form of either flexible facilities e g rock sheds rockfall protection nets energy dissipation structures or more rigid elements galleries and protective shields reinforced concrete slabs infrastructure components etc

Robert

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4 pages

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GENERATING SERIES FOR IRREDUCIBLE POLYNOMIALS OVER FINITE FIELDS
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GENERATING SERIES FOR IRREDUCIBLE POLYNOMIALS OVER FINITE FIELDS

Philippe Flajolet

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GENERATING SERIES FOR IRREDUCIBLE POLYNOMIALS OVER FINITE FIELDS

Philippe Flajolet

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10 pages

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Innovations in Incidence Geometry Volume Pages ISSN
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Innovations in Incidence Geometry Volume Pages ISSN

Pierre-Emmanuel Caprace

Innovations in Incidence Geometry Volume Pages ISSN Alternate Text
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Innovations in Incidence Geometry Volume Pages ISSN

Pierre-Emmanuel Caprace

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73 pages

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INVARIANT DEFORMATIONS OF ORBIT CLOSURES IN sl n
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INVARIANT DEFORMATIONS OF ORBIT CLOSURES IN sl n

INVARIANT DEFORMATIONS OF ORBIT CLOSURES IN sl n Alternate Text
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INVARIANT DEFORMATIONS OF ORBIT CLOSURES IN sl n

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13 pages

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Invariants of totally real Lefschetz fibrations
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Invariants of totally real Lefschetz fibrations

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Invariants of totally real Lefschetz fibrations

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24 pages

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MELL in a Free Compact Closure
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MELL in a Free Compact Closure

Etienne Duchesne

MELL in a Free Compact Closure Alternate Text
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MELL in a Free Compact Closure

Etienne Duchesne

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22 pages

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Alternate Text