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Données techniques du eric.chopin.pagesperso-orange.fr

Geo IP vous fournit comme la latitude, la longitude et l'ISP (Internet Service Provider) etc. informations. Notre service GeoIP a trouvé l'hôte eric.chopin.pagesperso-orange.fr.Actuellement, hébergé dans France et son fournisseur de services est Orange S.A. .

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Analyse d'en-tête HTTP

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DNS

HtmlToText

welcome on my home page ! la version francaise de tout ca se trouve ici my name is eric chopin and i've been a researcher in theoretical physics (elementary particles) and for 2 years a maths teacher in grenoble (france). now i work as a software developer since sept. 2000 and more specifically in the it department of a company based in geneva. maths lecture,latex (fr) math exam polytechnique 86 math exam ens-lyon 90 funny enigma (fr) links (courses, databases...) physics my research my phd thesis particle physics at cern (fr) epr paradox, bell inequalities (fr) computing my latex to html parser why linux is better m symbolic calculation software anti-propaganda fight spam actively french congress report about sects homeopathy can be dangerous!! hoaxes in emails: chain letters, fake virus alerts,... fight neo nazi propaganda misc. fun links other links math/phys. links contact me realizations and interests: my research interests include: explicitely gauge invariant reformulation for gauge theories. interacting asymptotic states. non-linear gauges and gauge invariant calculation of scattering amplitudes. the concept of "canonical proof", which consists in writing the proof of a theorem without using any arbitrary element inside (for instance an arbitrary cartan subalgebra for the classification of semi-simple lie algebras), and respecting symmetries. that is to say, a proof which respects the symmetries that exists in the hypothesis and the conclusion. i conjecture that for any proovable theorem, which does not require the axiom of choice (nor weaker versions of this axiom), and that has at least one symmetry that is valid among the hypothesis and the conclusion, there exists a canonical proof. list of my scientific publications my math lectures (in french) | latex4web: my latex to html converter an interesting math problem with one open question ... here are some links and tips about computing in various languages (c, java, ...) back to menu be careful to what you are looking on the web... the war is declared against spam and advertisement popups. see how to fight against this new plague... be aware about virus hoaxes (these e-mail that are sent to create a panic. then, the number of warning messages increases exponentially because of the panic and networks become saturated (this is actually the goal of these hoaxes) if you want to see the danger of sects, click for instance on scientology you will find here the report to the french parliament about sects (412kb). the english translation is in progress (still far from being completed.... :-( ) . more reports are available on the site of the french parliament . a list of sects extracted from the report of the french parliament. homeopathy is dangerous!!! it has never been proved efficient yet, although some homeopathic products are reimbursed by the french social security! if you eat the whole content of one tube at 12ch, then you may eat only one active molecule. if the dilution is more important (say 15ch), then you must eat one million tubes to have a chance to eat only one active molecule. imagine how many tubes you'd have to eat at 20ch or 40ch dilutions!!! however, homeopathy claims that 20ch or 40ch are more efficient than 12ch!!!! the nizkor project is a gathering of information about what happened during world war ii and highlights the mystification done by revisionnists: nizkor project . the aim of this project is to fight against the propaganda of neo-nazi groups on internet. back to menu just for fun international festival of animation film in annecy (in may). paragliding . the paragliding info server of the saleve school . rockets (it was my main hobby when i was a teenager, and i've built several ones during 6 years). live camera looking at the lake of annecy back to menu links maths/physics : click here to get some links onto major sources of math/phys information (math/phy. bulletin board, cern, ...) computing : discover the linux operating system, which will soon become a challenger of windows text editing : discover latex , probably the best software for writing mathematics or physics documents. software development : developer.com , codeguru.com , scriptsearch.com , w3c, the reference for web development particle physics : the cern is an international laboratory for particle physics ( more links... ). back to menu last update : 19/01/2015 e-mail: eric.chopin@wanadoo.fr (note, this email is encrypted so that spammers cannot catch it using robots, see how...

Informations Whois

Whois est un protocole qui permet d'accéder aux informations d'enregistrement.Vous pouvez atteindre quand le site Web a été enregistré, quand il va expirer, quelles sont les coordonnées du site avec les informations suivantes. En un mot, il comprend ces informations;

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%% [2600:3c03:0000:0000:f03c:91ff:feae:779d REQUEST] >> pagesperso-orange.fr
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domain: pagesperso-orange.fr
status: ACTIVE
hold: NO
holder-c: FT676-FRNIC
admin-c: O7335-FRNIC
tech-c: FT4170-FRNIC
zone-c: NFC1-FRNIC
nsl-id: NSL16830-FRNIC
registrar: NORDNET
Expiry Date: 2020-07-12T08:05:33Z
created: 2007-07-12T08:05:33Z
last-update: 2019-07-12T08:35:07Z
source: FRNIC

ns-list: NSL16830-FRNIC
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source: FRNIC

registrar: NORDNET
type: Isp Option 1
address: 20 Rue Denis Papin
address: CS 20458
address: 59664 VILLENEUVE D'ASCQ CEDEX
country: FR
phone: +33 9 69 360 360
e-mail: contact@nordnet.net
website: https://www.nordnet.com/offres/pack_relais/presentation.php
anonymous: NO
registered: 1998-01-01T12:00:00Z
source: FRNIC

nic-hdl: FT676-FRNIC
type: ORGANIZATION
contact: ORANGE
address: 78, rue Olivier de Serres
address: 75015 Paris
country: FR
phone: +33 1 44 44 08 50
e-mail: gestionndd@francetelecom.biz
registrar: NORDNET
changed: 2015-10-15T10:42:45Z nic@nic.fr
anonymous: NO
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nic-hdl: O7335-FRNIC
type: ORGANIZATION
contact: Orange
address: 78, rue Olivier de Serres
address: 75015 Paris
country: FR
phone: +33 1 44 44 08 50
e-mail: gestionndd@francetelecom.biz
registrar: NORDNET
changed: 2013-07-02T14:24:15Z nic@nic.fr
anonymous: NO
obsoleted: NO
eligstatus: not identified
reachstatus: not identified
source: FRNIC

nic-hdl: FT4170-FRNIC
type: ORGANIZATION
contact: France Telecom
address: 1, avenue Nelson Mandela
address: 94745 Arcueil
country: FR
phone: +33 1 58 96 62 51
fax-no: +33 1 58 96 83 51
e-mail: domaines.portails@orange.com
registrar: NORDNET
changed: 2013-01-08T08:20:01Z nic@nic.fr
anonymous: NO
obsoleted: NO
eligstatus: not identified
reachstatus: not identified
source: FRNIC


  REFERRER http://www.nic.fr

  REGISTRAR AFNIC

SERVERS

  SERVER fr.whois-servers.net

  ARGS pagesperso-orange.fr

  PORT 43

  TYPE domain
RegrInfo
DISCLAIMER
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% This is the AFNIC Whois server.
%
% complete date format : YYYY-MM-DDThh:mm:ssZ
% short date format : DD/MM
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% Rights restricted by copyright.
% See https://www.afnic.fr/en/products-and-services/services/whois/whois-special-notice/
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% Use '-h' option to obtain more information about this service.
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% [2600:3c03:0000:0000:f03c:91ff:feae:779d REQUEST] >> pagesperso-orange.fr
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  REGISTERED yes

ADMIN

  HANDLE O7335-FRNIC

  TYPE ORGANIZATION

  CONTACT Orange

ADDRESS
78, rue Olivier de Serres
75015 Paris

  COUNTRY FR

  PHONE +33 1 44 44 08 50

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TECH

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  TYPE ORGANIZATION

  CONTACT France Telecom

ADDRESS
1, avenue Nelson Mandela
94745 Arcueil

  COUNTRY FR

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  EMAIL domaines.portails@orange.com

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  ELIGSTATUS not identified

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  SOURCE FRNIC

OWNER

  HANDLE FT676-FRNIC

  TYPE ORGANIZATION

  CONTACT ORANGE

ADDRESS
78, rue Olivier de Serres
75015 Paris

  COUNTRY FR

  PHONE +33 1 44 44 08 50

  EMAIL gestionndd@francetelecom.biz

  SPONSOR NORDNET

  CHANGED 2015-10-15

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DOMAIN

  STATUS ACTIVE

  HOLD NO

  SPONSOR NORDNET

  EXPIRY DATE 2020-07-12T08:05:33Z

  CREATED 2007-07-12

  CHANGED 2019-07-12

  SOURCE FRNIC

  HANDLE NSL16830-FRNIC

NSERVER

  NS1.FTI.NET 193.252.149.49

  NS2.FTI.NET 193.252.149.50

  NS3.FTI.NET 193.252.121.105

  NS4.FTI.NET 193.252.121.107

  NS5.FTI.NET 81.52.142.107

  NS6.FTI.NET 81.52.142.103

  NAME pagesperso-orange.fr

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