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NEXTLEAP aims to create, validate, and deploy communication and computation protocols that can serve as pillars for a secure, trust-worthy, annotable and privacy-respecting Internet that ensures citizens fundamental rights.

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Home | NEXTLEAP Project | nextleap.eu Reviews

https://nextleap.eu

NEXTLEAP aims to create, validate, and deploy communication and computation protocols that can serve as pillars for a secure, trust-worthy, annotable and privacy-respecting Internet that ensures citizens fundamental rights.

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1

Objectives | NEXTLEAP Project

http://nextleap.eu/objectives.html

NEXTLEAP pursues three main objectives. The creation of a fundamental rights-preserving socio-technical science of decentralised internet architecture. A fundamental re-thinking of the ethical and philosophical foundations of the Internet. The modular specification of decentralised protocols implemented as open-source software modules for. Privacy-preserving contact lists and presence services supporting federated identity. Privacy-preserving analytics collection and computation. It is claimed that value...

2

Tasks | NEXTLEAP Project

http://nextleap.eu/tasks.html

Six work packages to tackle our tasks. Each of the three core protocols developed in NEXTLEAP will be based on sociological case-studies of users and software projects, including other CAPS projects. The values in the protocols will emerge both from a systematization of the philosophy of the Internet (based on the work of French philosopher Bernard Stiegler) as well as a crowd-sourced discussion of net rights. NEXTLEAP is divided in the following work packages that tackle the above tasks. This project ha...

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You are unable to access this email address. The website from which you got to this page is protected by Cloudflare. Email addresses on that page have been hidden in order to keep them from being accessed by malicious bots. You must enable Javascript in your browser in order to decode the e-mail address. If you have a website and are interested in protecting it in a similar way, you can sign up for Cloudflare. How do spammers get email addresses? Can I sign up for Cloudflare? Performance and security by.

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Publications | NEXTLEAP Project

http://nextleap.eu/publications.html

NEXTLEAP publications in conferences, journals and other venues. Jamie Hayes, Carmela Troncoso, and George Danezis. TASP: Towards Anonymity Sets that Persist. In Workshop on Privacy and the Electronic Society (WPES 2016). Simon Oya, Fernando Pérez-Gonzélez, Carmela Troncoso: Design of Pool Mixes Against Profiling Attacks in Real Conditions, IEEE/ACM Transactions on Networking. D Fiore, A. Mitrokotsa, L. Nizzardo, E. Pagnin. Multi-Key Homomorphic Authenticators. ASIACRYPT 2016. Mélanie Dulong de Rosn...

5

Events | NEXTLEAP Project

http://nextleap.eu/events.html

ENMI 2016 - New Industrial World Conference - 13-14 December 2016 - Paris. IEEE Security and Privacy on the Blockchain Workshop - 29 April 2017 - Paris. Sciences à coeur - 1 December 2016 - Paris. This ‘Open source’ discussion between Francesca Musiani and the cryptographer Ludovic Perret was animated by a journalist. How should individuals now adapt their behaviours? Crypto-design - 25 November 2016 - Amsterdam. ELEVATE Festival - 22 October 2016 - Graz. The Internet Rules, But How? Carmela Troncoso (IM...

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cafecomredes.blogspot.com cafecomredes.blogspot.com

Café com Redes: Maio 2016

http://cafecomredes.blogspot.com/2016_05_01_archive.html

Tudo sobre redes, Telecom, Telefonia IP, Cisco e Infraestrutura em geral. Quarta-feira, 25 de maio de 2016. Bom pessoal, postei há alguns meses uma ferramenta SDN chamada mininet ( http:/ cafecomredes.blogspot.com.br/2016/02/mininet-sdn-na-pratica.html? Agora vou falar um pouco sobre o Open Switch que segue o mesmo conceito do Mininet e vai te ajudar a entender um pouco sobre esse novo mundo chamado SDN :). Primeiro baixe a versão virtual do OpenSwitch no site:. Http:/ www.openswitch.net/. Vou criar uma ...

insci2016.complexworld.net insci2016.complexworld.net

CAPS -                                                                            Openness, Collaboration and Collective Action                     3rd International Conference on Internet Science INSCI 2016 – September 12-14, Florence, Italy

http://insci2016.complexworld.net/caps

Openness, Collaboration and Collective Action 3rd International Conference on Internet Science INSCI 2016 September 12-14, Florence, Italy. Assessing Media Pluralism in the Digital Age. How can Openness and Collaboration Enhance Internet Policy-Making? IFIN2016: 1st International Workshop on the Internet for Financial Collective Awareness and Intelligence. ISEM 2016: 1st International Workshop on Internet and Social media for Environmental Monitoring. Responsible Research and Innovation in ICT. Purpose; ...

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CAPS Projects | Capsella

http://www.capsella.eu/caps-projects

Pilots & Demonstrators. Communities & Networks. WP & Deliverables. 8211; Instant Gratification for Collective Awareness and Sustainable Consumerism. The ASSET project boosts collective consumerism by empowering the articulation of the individual. It emphasizes the power of collective purchase decisions, which originate by independent literate choices of the individual. 8211; Collective Awareness Platform for Tropospheric Ozone Pollution. Collective enHanced Environment for Social Tasks) The aim of the pr...

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Home | NEXTLEAP Project

In the wake of the Snowden revelations, public trust in the Internet has eroded. NEXTLEAP aims to create, validate, and deploy communication and computation protocols that can serve as pillars for a secure, trust-worthy, annotable and privacy-respecting Internet that ensures citizens fundamental rights. For this purpose NEXTLEAP will develop an interdisciplinary internet science of decentralisation that provides the basis on which these protocols will be built. Meet the NEXTLEAP team.

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Question find the rule than links the two arithmetic sequences J and K. Step 1 test if J and K are arithmetic sequences. J and K are arithmetic with common differences 2 and 3. Find values of first term, and common difference for J and K. Use rule Tn = a d (n-1) to get rules for sequences J and K. Eg JTn = Ja Jd (n-1) = 6 2 (n-1). KTn = Ka Kd (n-1) = 8 3 (n-1). Find Term zero for each where T 0. Jz = 6-2 = 4 Kz = 8 - 3 = 5. If arithmetic then divide by common difference. Therefore 3,4,5,6 - 2 = 1,2,3,4.

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