La révolution internet sur les pratiques des acteurs de santé
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La révolution internet sur les pratiques des acteurs de santé

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Niveau: Supérieur, Doctorat, Bac+8
UNIVERSITE CLAUDE BERNARD – LYON I FACULTE DE PHARMACIE INSTITUT DES SCIENCES PHARMACEUTIQUES ET BIOLOGIQUES 2003 THESE n°27 THESE POUR LE DIPLOME D'ETAT DE DOCTEUR EN PHARMACIE présentée et soutenue publiquement le 24 mars 2003 par Pauline THOMAS née le 20 novembre 1973 à Sainte Foy-Lès-Lyon La révolution Internet sur les pratiques des acteurs de santé 1999-2002 JURY Monsieur le Professeur François LOCHER Monsieur Pascal BADOR Madame Valérie SYRANIAN Monsieur Christophe BREYSSE

  • révolution internet sur les pratiques

  • portail santé

  • charte de qualité

  • dossier médical

  • intérêt du site

  • page d'accueil du site orphanet

  • amélioration de la qualité des soins

  • applications de la signature électronique en matière de santé


Sujets

Informations

Publié par
Nombre de lectures 34
Langue Français

Exrait

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T ‘F F L
T L
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G T ‘F ↔G
T
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T ‘∀x ,...,x ,{∃xF ↔G}1 n
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‘∀x, y,(x+y = 0→ (x = 0∧y = 0))
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‘∀x, y, z(x+y =x+z→y =z)
‘∀x, y((xy∧yx)→x =y)
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‘∀x,y,(¬(x<y)↔ (yx))
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n t t+...+t n
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˙ ˙y z y z y
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G[x ,...,x ] T ‘ F ↔ G1 n
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F
0 0 0= t = t (t < t )∨ (t < t)
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x mx +l < t t < mx +l
Div (mx+t) m l t xn
p
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‘t<mx+l↔t+m.p l <m.(x+p)
‘ Div (mx+t)↔ Div (m.(x+p)+t+(k.n m.p) kn n
mx<t
t<mx Div (mx+t)n
q
‘mx<t↔mqx<qt
‘t<mx↔qt<mqx
‘ Div (mx+t)↔ Div (mqx+tq)n qn
m
mx
x m = 1 i 1 H [x ,...,x ]i 1 n
x < t 1 < 0 t < x 0 < 1 Div (x+t)n
Div (i+t) q F Divn nP
t = n x +lj jj
a ,...,a ∈N1 n
i N |= H [a ,...,a ] N |=i 1 n
F[i,a ,...,a ]1 n
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i N |= i >
t[a1,...,a2] t F i < t[a1,...,a2]
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Div (x + t)n
H Hi+qr i+qr
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n q
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˙N |= F[t j,a ,...,a ] N |= ∃xF[x,a ,...,a ]1 n 1 n
1 i q N|= H [a ,...,a ] N|= H [a ,...,a ]i i n i+qr i n
r N|=F[i+qr,a ,...,a ] N|=∃xF[x,a ,...,a ]1 n 1 n
N|=∀x ,...,x ∃xF →G1 n
a ,...,a ,i N |= F[i,a ,...,a ] j ∈ N1 n 1 n
N |= F[i + qj,a ,...,a ] j N |= H [a ,...,a ]1 n i+qj 1 n
k 1 q N |= H [a ,...,a ]k 1 n
N |= G[a ,...,a ] j1 n
N|= F[i+qj,a ,...,a ] j +11 n
F F F
x < t N |= (i +qj < t[a ,...,a ])1 n
N |= (i +qj +j < t[a ,...,a ]) p 1 q1 n
˙N|= (i+qj =t[a ,...,a ] p) t∈A p 11 n
˙q N|=F[t p,a ,...,a ] N|=G[a ,...,a ]1 n 1 n
F L N|=F N|=¬F
thenulasdecidabilitofusinthereandifthendfactthatthavtsuctegerecon.tainsvnohanegation,owandehageteenandsuccon-nottainssucanthatatomicsoformConclusionulaprosoer,vsoysuclanguagehclaim)thate.noPropwositionet11andProthatofi:.Letvsucthathwhicthatsaetherevsuchaeebwe.notIfedforofdecidabilitWalleandinnaotulaverp,stages)andtheof2wIfhaPRESBUReGERwARITHMETICe5andProbofwsucat:thchLethhssuctherehElse,thatthen.eihathatw.hatom,fomhenablesButtoproyisexistsadaptedIffact,heandthewdelcaninisof.sucWhhathateformreallytheveringthebyemPresburgemarithmetic.Reest.vwproloed,thefact,allforforneformeettakvetheww,eenthenandfororvthelargeenoughTherefore,.theretheisofaeasilyarithmetic.(inbwetusedwmoeenonlyofandlast(btoyrotheesecondypPresburgeroint

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