amaury_joly/bwconsistency
1
0
Fork 0
Code Issues 5 Pull Requests Packages Projects 3 Releases Wiki Activity

ARB over DL + RB et version BFT

Browse Source
This commit is contained in:
Amaury JOLY
2025-12-09 16:17:51 +01:00
parent 3c90fdc774
commit 6fdcdadfd2
13 changed files with 1603 additions and 99 deletions
Download Patch File Download Diff File Expand all files Collapse all files

54
Recherche/BFT-ARBover/diagrams/BFT_behaviour.puml Normal file
View File

@@ -0,0 +1,54 @@
@startuml
!pragma teoz true
database DL
actor P1
actor P2
P1 -> DL : <latex>READ()</latex>
DL --> P1 : <latex>P</latex>
P1 -> P1 : <latex>r_{max} = max\{r : (\_, prove(r)) \in P\}</latex>
loop <latex>\textbf{foreach } r \in \{r_{max} + 1, \dots\}</latex>
' P1 ->(05) P2 : <latex>RBcast(prop, S, r, 1)</latex>
P1 -> DL : <latex>PROVE(r)</latex>
P1 -> DL : <latex>APPEND(r)</latex>
P1 -> DL : <latex>READ()</latex>
DL --> P1 : <latex>P</latex>
alt <latex>(1, \text{prove(}r\text{)}) \in P</latex>
note over P1 : break
end
end
P2 -> P2 : <latex>ABdeliver()</latex>
P2 -> DL : <latex>READ()</latex>
DL --> P2 : <latex>P</latex>
note over P2
line(C4)
process P2 check locally if
<latex>\forall j : (j, prove(r)) \not\in P</latex>
which is false since P1 correctly
PROVE(r) and APPEND(r)
<latex>\text{P1 is next include in } W_r</latex>
end note
P2 -> DL : <latex>APPEND(r)</latex>
P2 -> DL : <latex>READ()</latex>
DL --> P2 : <latex>P</latex>
note over P2
line(C9)
process P2 check locally if
<latex>\forall j \in W_r : prop[r][j] = \bot</latex>
which can't be false since P1 didn't
execute <latex>RBcast(prop, S, r, 1)</latex>
P2 will never progress and
deliver any futur messages
end note
hide footbox
@enduml

113
Recherche/BFT-ARBover/diagrams/BFT_behaviour.tex Normal file
View File

@@ -0,0 +1,113 @@
% generated by Plantuml 1.2025.10
\definecolor{plantucolor0000}{RGB}{255,255,255}
\definecolor{plantucolor0001}{RGB}{24,24,24}
\definecolor{plantucolor0002}{RGB}{0,0,0}
\definecolor{plantucolor0003}{RGB}{226,226,240}
\definecolor{plantucolor0004}{RGB}{238,238,238}
\definecolor{plantucolor0005}{RGB}{254,255,221}
\begin{tikzpicture}[yscale=-1
,pstyle0/.style={color=plantucolor0000,line width=0.0pt}
,pstyle1/.style={color=plantucolor0001,line width=0.5pt,dash pattern=on 5.0pt off 5.0pt}
,pstyle2/.style={color=plantucolor0001,fill=plantucolor0003,line width=0.5pt}
,pstyle3/.style={color=plantucolor0001,line width=0.5pt}
,pstyle4/.style={color=plantucolor0001,fill=plantucolor0001,line width=1.0pt}
,pstyle5/.style={color=plantucolor0001,line width=1.0pt}
,pstyle6/.style={color=plantucolor0001,line width=1.0pt,dash pattern=on 2.0pt off 2.0pt}
,pstyle7/.style={color=black,fill=plantucolor0004,line width=1.5pt}
,pstyle8/.style={color=black,line width=1.5pt}
,pstyle9/.style={color=plantucolor0001,fill=plantucolor0005,line width=0.5pt}
]
\draw[pstyle0] (20.5pt,75pt) rectangle (28.5pt,722.6982pt);
\draw[pstyle1] (24pt,75pt) -- (24pt,722.6982pt);
\draw[pstyle0] (105.8255pt,75pt) rectangle (113.8255pt,722.6982pt);
\draw[pstyle1] (109.3255pt,75pt) -- (109.3255pt,722.6982pt);
\draw[pstyle0] (273.8933pt,75pt) rectangle (281.8933pt,722.6982pt);
\draw[pstyle1] (277.3933pt,75pt) -- (277.3933pt,722.6982pt);
\node at (14.055pt,65pt)[below right,color=black,inner sep=0]{DL};
\draw[pstyle2] (6pt,29pt) ..controls (6pt,19pt) and (24pt,19pt) .. (24pt,19pt) ..controls (24pt,19pt) and (42pt,19pt) .. (42pt,29pt) -- (42pt,55pt) ..controls (42pt,65pt) and (24pt,65pt) .. (24pt,65pt) ..controls (24pt,65pt) and (6pt,65pt) .. (6pt,55pt) -- (6pt,29pt);
\draw[pstyle3] (6pt,29pt) ..controls (6pt,39pt) and (24pt,39pt) .. (24pt,39pt) ..controls (24pt,39pt) and (42pt,39pt) .. (42pt,29pt);
\node at (100.4205pt,65pt)[below right,color=black,inner sep=0]{P1};
\draw[pstyle2] (109.3255pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle3] (109.3255pt,21.5pt) -- (109.3255pt,48.5pt)(96.3255pt,29.5pt) -- (122.3255pt,29.5pt)(109.3255pt,48.5pt) -- (96.3255pt,63.5pt)(109.3255pt,48.5pt) -- (122.3255pt,63.5pt);
\node at (268.4883pt,65pt)[below right,color=black,inner sep=0]{P2};
\draw[pstyle2] (277.3933pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle3] (277.3933pt,21.5pt) -- (277.3933pt,48.5pt)(264.3933pt,29.5pt) -- (290.3933pt,29.5pt)(277.3933pt,48.5pt) -- (264.3933pt,63.5pt)(277.3933pt,48.5pt) -- (290.3933pt,63.5pt);
\draw[pstyle4] (35pt,95pt) -- (25pt,99pt) -- (35pt,103pt) -- (31pt,99pt) -- cycle;
\draw[pstyle5] (29pt,99pt) -- (108.3255pt,99pt);
\node at (41pt,87pt)[below right,inner sep=0]{$READ()$};
\draw[pstyle4] (97.3255pt,115.8333pt) -- (107.3255pt,119.8333pt) -- (97.3255pt,123.8333pt) -- (101.3255pt,119.8333pt) -- cycle;
\draw[pstyle6] (24pt,119.8333pt) -- (103.3255pt,119.8333pt);
\node at (31pt,111pt)[below right,inner sep=0]{$P$};
\draw[pstyle5] (109.3255pt,143.8333pt) -- (151.3255pt,143.8333pt);
\draw[pstyle5] (151.3255pt,143.8333pt) -- (151.3255pt,156.8333pt);
\draw[pstyle5] (110.3255pt,156.8333pt) -- (151.3255pt,156.8333pt);
\draw[pstyle4] (120.3255pt,152.8333pt) -- (110.3255pt,156.8333pt) -- (120.3255pt,160.8333pt) -- (116.3255pt,156.8333pt) -- cycle;
\node at (116.3255pt,131.8333pt)[below right,inner sep=0]{$r_{max} = max\{r : (\_, prove(r)) \in P\}$};
\draw[pstyle7] (8pt,168.8333pt) -- (74.4pt,168.8333pt) -- (74.4pt,170.8333pt) -- (64.4pt,180.8333pt) -- (8pt,180.8333pt) -- (8pt,168.8333pt);
\draw[pstyle8] (8pt,168.8333pt) rectangle (259.8182pt,353.6666pt);
\node at (23pt,169.8333pt)[below right,color=black,inner sep=0]{\textbf{loop}};
\node at (89.4pt,172.0833pt)[below right,color=black,inner sep=0]{\textbf{[}};
\node at (92.59pt,170.8333pt)[below right,inner sep=0]{$\textbf{foreach } r \in \{r_{max} + 1, \dots\}$};
\node at (215.4514pt,172.0833pt)[below right,color=black,inner sep=0]{\textbf{]}};
\draw[pstyle4] (35pt,202.8333pt) -- (25pt,206.8333pt) -- (35pt,210.8333pt) -- (31pt,206.8333pt) -- cycle;
\draw[pstyle5] (29pt,206.8333pt) -- (108.3255pt,206.8333pt);
\node at (41pt,194.8333pt)[below right,inner sep=0]{$PROVE(r)$};
\draw[pstyle4] (35pt,226.8333pt) -- (25pt,230.8333pt) -- (35pt,234.8333pt) -- (31pt,230.8333pt) -- cycle;
\draw[pstyle5] (29pt,230.8333pt) -- (108.3255pt,230.8333pt);
\node at (41pt,218.8333pt)[below right,inner sep=0]{$APPEND(r)$};
\draw[pstyle4] (35pt,250.8333pt) -- (25pt,254.8333pt) -- (35pt,258.8333pt) -- (31pt,254.8333pt) -- cycle;
\draw[pstyle5] (29pt,254.8333pt) -- (108.3255pt,254.8333pt);
\node at (41pt,242.8333pt)[below right,inner sep=0]{$READ()$};
\draw[pstyle4] (97.3255pt,271.6666pt) -- (107.3255pt,275.6666pt) -- (97.3255pt,279.6666pt) -- (101.3255pt,275.6666pt) -- cycle;
\draw[pstyle6] (24pt,275.6666pt) -- (103.3255pt,275.6666pt);
\node at (31pt,266.8333pt)[below right,inner sep=0]{$P$};
\draw[pstyle7] (65.7255pt,287.6666pt) -- (123.9755pt,287.6666pt) -- (123.9755pt,289.6666pt) -- (113.9755pt,299.6666pt) -- (65.7255pt,299.6666pt) -- (65.7255pt,287.6666pt);
\draw[pstyle8] (65.7255pt,287.6666pt) rectangle (234.8182pt,339.6666pt);
\node at (80.7255pt,288.6666pt)[below right,color=black,inner sep=0]{\textbf{alt}};
\node at (138.9755pt,290.9166pt)[below right,color=black,inner sep=0]{\textbf{[}};
\node at (142.1655pt,289.6666pt)[below right,inner sep=0]{$(1, \text{prove(}r\text{)}) \in P$};
\node at (215.6282pt,290.9166pt)[below right,color=black,inner sep=0]{\textbf{]}};
\draw[pstyle9] (86.7255pt,314.6666pt) -- (86.7255pt,334.6666pt) -- (131.7255pt,334.6666pt) -- (131.7255pt,324.6666pt) -- (121.7255pt,314.6666pt) -- (86.7255pt,314.6666pt);
\draw[pstyle9] (121.7255pt,314.6666pt) -- (121.7255pt,324.6666pt) -- (131.7255pt,324.6666pt) -- (121.7255pt,314.6666pt);
\node at (92.7255pt,319.6666pt)[below right,color=black,inner sep=0]{break};
\draw[pstyle5] (277.3933pt,383.6666pt) -- (319.3933pt,383.6666pt);
\draw[pstyle5] (319.3933pt,383.6666pt) -- (319.3933pt,396.6666pt);
\draw[pstyle5] (278.3933pt,396.6666pt) -- (319.3933pt,396.6666pt);
\draw[pstyle4] (288.3933pt,392.6666pt) -- (278.3933pt,396.6666pt) -- (288.3933pt,400.6666pt) -- (284.3933pt,396.6666pt) -- cycle;
\node at (284.3933pt,371.6666pt)[below right,inner sep=0]{$ABdeliver()$};
\draw[pstyle4] (35pt,416.6666pt) -- (25pt,420.6666pt) -- (35pt,424.6666pt) -- (31pt,420.6666pt) -- cycle;
\draw[pstyle5] (29pt,420.6666pt) -- (276.3933pt,420.6666pt);
\node at (41pt,408.6666pt)[below right,inner sep=0]{$READ()$};
\draw[pstyle4] (265.3933pt,437.4999pt) -- (275.3933pt,441.4999pt) -- (265.3933pt,445.4999pt) -- (269.3933pt,441.4999pt) -- cycle;
\draw[pstyle6] (24pt,441.4999pt) -- (271.3933pt,441.4999pt);
\node at (31pt,432.6666pt)[below right,inner sep=0]{$P$};
\draw[pstyle9] (195.7533pt,454.4999pt) -- (195.7533pt,534.4999pt) -- (358.7533pt,534.4999pt) -- (358.7533pt,464.4999pt) -- (348.7533pt,454.4999pt) -- (195.7533pt,454.4999pt);
\draw[pstyle9] (348.7533pt,454.4999pt) -- (348.7533pt,464.4999pt) -- (358.7533pt,464.4999pt) -- (348.7533pt,454.4999pt);
\node at (201.7533pt,459.4999pt)[below right,color=black,inner sep=0]{line(C4)};
\node at (201.7533pt,470.4999pt)[below right,color=black,inner sep=0]{process P2 check locally if~};
\node at (201.7533pt,480.4999pt)[below right,inner sep=0]{$\forall j : (j, prove(r)) \not\in P$};
\node at (201.7533pt,491.4999pt)[below right,color=black,inner sep=0]{which is false since P1 correctly~};
\node at (201.7533pt,501.4999pt)[below right,color=black,inner sep=0]{PROVE(r) and APPEND(r)};
\node at (201.7533pt,511.4999pt)[below right,color=black,inner sep=0]{~};
\node at (201.7533pt,521.4999pt)[below right,inner sep=0]{$\text{P1 is next include in } W_r$};
\draw[pstyle4] (35pt,551.9399pt) -- (25pt,555.9399pt) -- (35pt,559.9399pt) -- (31pt,555.9399pt) -- cycle;
\draw[pstyle5] (29pt,555.9399pt) -- (276.3933pt,555.9399pt);
\node at (41pt,543.9399pt)[below right,inner sep=0]{$APPEND(r)$};
\draw[pstyle4] (35pt,575.9399pt) -- (25pt,579.9399pt) -- (35pt,583.9399pt) -- (31pt,579.9399pt) -- cycle;
\draw[pstyle5] (29pt,579.9399pt) -- (276.3933pt,579.9399pt);
\node at (41pt,567.9399pt)[below right,inner sep=0]{$READ()$};
\draw[pstyle4] (265.3933pt,596.7732pt) -- (275.3933pt,600.7732pt) -- (265.3933pt,604.7732pt) -- (269.3933pt,600.7732pt) -- cycle;
\draw[pstyle6] (24pt,600.7732pt) -- (271.3933pt,600.7732pt);
\node at (31pt,591.9399pt)[below right,inner sep=0]{$P$};
\draw[pstyle9] (189.1283pt,613.7732pt) -- (189.1283pt,706.7732pt) -- (365.1283pt,706.7732pt) -- (365.1283pt,623.7732pt) -- (355.1283pt,613.7732pt) -- (189.1283pt,613.7732pt);
\draw[pstyle9] (355.1283pt,613.7732pt) -- (355.1283pt,623.7732pt) -- (365.1283pt,623.7732pt) -- (355.1283pt,613.7732pt);
\node at (195.1283pt,618.7732pt)[below right,color=black,inner sep=0]{line(C9)};
\node at (195.1283pt,629.7732pt)[below right,color=black,inner sep=0]{process P2 check locally if};
\node at (195.1283pt,639.7732pt)[below right,inner sep=0]{$\forall j \in W_r : prop[r][j] = \bot$};
\node at (195.1283pt,650.7732pt)[below right,color=black,inner sep=0]{which can't be false since P1 didn't};
\node at (195.1283pt,662.6982pt)[below right,color=black,inner sep=0]{execute~};
\node at (230.9483pt,660.7732pt)[below right,inner sep=0]{$RBcast(prop, S, r, 1)$};
\node at (195.1283pt,672.6982pt)[below right,color=black,inner sep=0]{~};
\node at (195.1283pt,682.6982pt)[below right,color=black,inner sep=0]{P2 will never progress and};
\node at (195.1283pt,692.6982pt)[below right,color=black,inner sep=0]{deliver any futur messages};
\end{tikzpicture}

37
Recherche/BFT-ARBover/diagrams/classic_seq.puml Normal file
View File

@@ -0,0 +1,37 @@
@startuml
!pragma teoz true
database DL
actor P1
actor P2
actor Pt
actor Pn
P1 ->(05) P2: <latex>RBcast(prop, S, r, 1)</latex>
& P1 ->(25) Pt : <latex>RBcast(prop, S, r, 1)</latex>
& P1 ->(50) Pn : <latex>RBcast(prop, S, r, 1)</latex>
P2 -> P2 : <latex>S'(sk_2, r)</latex>
P2 -> P1 : <latex>send(\sigma_2)</latex>
... <latex>\text{Wait until P1 received }\sigma \text{ t times}</latex> ...
Pt -> Pt : <latex>S'(sk_t, r)</latex>
Pt -> P1 : <latex>send(\sigma_t)</latex>
P1 -> P1 : <latex>C'(pkc, r, J, \{\sigma_r^j\}_{j\in J})</latex>
P1 -> DL : <latex>PROVE(\sigma)</latex>
P1 -> DL : <latex>APPEND(\sigma)</latex>
P2 -> Pt
P1 ->(05) P2: <latex>RBcast(submit, S, r, 1, \sigma)</latex>
& P1 ->(25) Pt : <latex>RBcast(submit, S, r, 1, \sigma)</latex>
& P1 ->(50) Pn : <latex>RBcast(submit, S, r, 1, \sigma)</latex>
P2 -> DL : <latex>P \gets READ()</latex>
& Pt -> DL
& Pn -> DL
P2 -> P2 : <latex>V'(pk, r, \sigma)</latex>
& Pt -> Pt : <latex>V'(pk, r, \sigma)</latex>
& Pn -> Pn : <latex>V'(pk, r, \sigma)</latex>
hide footbox
@enduml

127
Recherche/BFT-ARBover/diagrams/classic_seq.tex Normal file
View File

@@ -0,0 +1,127 @@
% generated by Plantuml 1.2025.10
\definecolor{plantucolor0000}{RGB}{255,255,255}
\definecolor{plantucolor0001}{RGB}{24,24,24}
\definecolor{plantucolor0002}{RGB}{0,0,0}
\definecolor{plantucolor0003}{RGB}{226,226,240}
\begin{tikzpicture}[yscale=-1
,pstyle0/.style={color=plantucolor0000,line width=0.0pt}
,pstyle1/.style={color=plantucolor0001,line width=0.5pt,dash pattern=on 5.0pt off 5.0pt}
,pstyle2/.style={color=plantucolor0001,line width=0.5pt,dash pattern=on 1.0pt off 4.0pt}
,pstyle3/.style={color=plantucolor0001,fill=plantucolor0003,line width=0.5pt}
,pstyle4/.style={color=plantucolor0001,line width=0.5pt}
,pstyle5/.style={color=plantucolor0001,fill=plantucolor0001,line width=1.0pt}
,pstyle6/.style={color=plantucolor0001,line width=1.0pt}
]
\draw[pstyle0] (19.5pt,75pt) rectangle (27.5pt,218.0178pt);
\draw[pstyle1] (23pt,75pt) -- (23pt,218.0178pt);
\draw[pstyle2] (23pt,218.0178pt) -- (23pt,256.0178pt);
\draw[pstyle0] (19.5pt,256.0178pt) rectangle (27.5pt,562.1754pt);
\draw[pstyle1] (23pt,256.0178pt) -- (23pt,562.1754pt);
\draw[pstyle0] (106.109pt,75pt) rectangle (114.109pt,218.0178pt);
\draw[pstyle1] (109.609pt,75pt) -- (109.609pt,218.0178pt);
\draw[pstyle2] (109.609pt,218.0178pt) -- (109.609pt,256.0178pt);
\draw[pstyle0] (106.109pt,256.0178pt) rectangle (114.109pt,562.1754pt);
\draw[pstyle1] (109.609pt,256.0178pt) -- (109.609pt,562.1754pt);
\draw[pstyle0] (241.3331pt,75pt) rectangle (249.3331pt,218.0178pt);
\draw[pstyle1] (244.8331pt,75pt) -- (244.8331pt,218.0178pt);
\draw[pstyle2] (244.8331pt,218.0178pt) -- (244.8331pt,256.0178pt);
\draw[pstyle0] (241.3331pt,256.0178pt) rectangle (249.3331pt,562.1754pt);
\draw[pstyle1] (244.8331pt,256.0178pt) -- (244.8331pt,562.1754pt);
\draw[pstyle0] (303.7197pt,75pt) rectangle (311.7197pt,218.0178pt);
\draw[pstyle1] (307.2197pt,75pt) -- (307.2197pt,218.0178pt);
\draw[pstyle2] (307.2197pt,218.0178pt) -- (307.2197pt,256.0178pt);
\draw[pstyle0] (303.7197pt,256.0178pt) rectangle (311.7197pt,562.1754pt);
\draw[pstyle1] (307.2197pt,256.0178pt) -- (307.2197pt,562.1754pt);
\draw[pstyle0] (366.1062pt,75pt) rectangle (374.1062pt,218.0178pt);
\draw[pstyle1] (369.6062pt,75pt) -- (369.6062pt,218.0178pt);
\draw[pstyle2] (369.6062pt,218.0178pt) -- (369.6062pt,256.0178pt);
\draw[pstyle0] (366.1062pt,256.0178pt) rectangle (374.1062pt,562.1754pt);
\draw[pstyle1] (369.6062pt,256.0178pt) -- (369.6062pt,562.1754pt);
\node at (13.055pt,65pt)[below right,color=black,inner sep=0]{DL};
\draw[pstyle3] (5pt,29pt) ..controls (5pt,19pt) and (23pt,19pt) .. (23pt,19pt) ..controls (23pt,19pt) and (41pt,19pt) .. (41pt,29pt) -- (41pt,55pt) ..controls (41pt,65pt) and (23pt,65pt) .. (23pt,65pt) ..controls (23pt,65pt) and (5pt,65pt) .. (5pt,55pt) -- (5pt,29pt);
\draw[pstyle4] (5pt,29pt) ..controls (5pt,39pt) and (23pt,39pt) .. (23pt,39pt) ..controls (23pt,39pt) and (41pt,39pt) .. (41pt,29pt);
\node at (100.704pt,65pt)[below right,color=black,inner sep=0]{P1};
\draw[pstyle3] (109.609pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle4] (109.609pt,21.5pt) -- (109.609pt,48.5pt)(96.609pt,29.5pt) -- (122.609pt,29.5pt)(109.609pt,48.5pt) -- (96.609pt,63.5pt)(109.609pt,48.5pt) -- (122.609pt,63.5pt);
\node at (235.9281pt,65pt)[below right,color=black,inner sep=0]{P2};
\draw[pstyle3] (244.8331pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle4] (244.8331pt,21.5pt) -- (244.8331pt,48.5pt)(231.8331pt,29.5pt) -- (257.8331pt,29.5pt)(244.8331pt,48.5pt) -- (231.8331pt,63.5pt)(244.8331pt,48.5pt) -- (257.8331pt,63.5pt);
\node at (298.8697pt,65pt)[below right,color=black,inner sep=0]{Pt};
\draw[pstyle3] (307.2197pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle4] (307.2197pt,21.5pt) -- (307.2197pt,48.5pt)(294.2197pt,29.5pt) -- (320.2197pt,29.5pt)(307.2197pt,48.5pt) -- (294.2197pt,63.5pt)(307.2197pt,48.5pt) -- (320.2197pt,63.5pt);
\node at (360.4212pt,65pt)[below right,color=black,inner sep=0]{Pn};
\draw[pstyle3] (369.6062pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle4] (369.6062pt,21.5pt) -- (369.6062pt,48.5pt)(356.6062pt,29.5pt) -- (382.6062pt,29.5pt)(369.6062pt,48.5pt) -- (356.6062pt,63.5pt)(369.6062pt,48.5pt) -- (382.6062pt,63.5pt);
\draw[pstyle5] (232.9877pt,99.6332pt) -- (242.8331pt,104pt) -- (232.6921pt,107.6278pt) -- (236.8372pt,103.7783pt) -- cycle;
\draw[pstyle6] (109.609pt,99pt) -- (242.8331pt,104pt);
\node at (116.609pt,87pt)[below right,inner sep=0]{$RBcast(prop, S, r, 1)$};
\draw[pstyle5] (295.8008pt,118.7765pt) -- (305.2197pt,124pt) -- (294.7967pt,126.7133pt) -- (299.2671pt,123.2469pt) -- cycle;
\draw[pstyle6] (109.609pt,99pt) -- (305.2197pt,124pt);
\node at (116.609pt,87pt)[below right,inner sep=0]{$RBcast(prop, S, r, 1)$};
\draw[pstyle5] (358.5415pt,143.1835pt) -- (367.6062pt,149pt) -- (357.0307pt,151.0395pt) -- (361.7142pt,147.8669pt) -- cycle;
\draw[pstyle6] (109.609pt,99pt) -- (367.6062pt,149pt);
\node at (116.609pt,87pt)[below right,inner sep=0]{$RBcast(prop, S, r, 1)$};
\draw[pstyle6] (244.8331pt,173.0178pt) -- (286.8331pt,173.0178pt);
\draw[pstyle6] (286.8331pt,173.0178pt) -- (286.8331pt,186.0178pt);
\draw[pstyle6] (245.8331pt,186.0178pt) -- (286.8331pt,186.0178pt);
\draw[pstyle5] (255.8331pt,182.0178pt) -- (245.8331pt,186.0178pt) -- (255.8331pt,190.0178pt) -- (251.8331pt,186.0178pt) -- cycle;
\node at (251.8331pt,161pt)[below right,inner sep=0]{$S'(sk_2, r)$};
\draw[pstyle5] (120.609pt,206.0178pt) -- (110.609pt,210.0178pt) -- (120.609pt,214.0178pt) -- (116.609pt,210.0178pt) -- cycle;
\draw[pstyle6] (114.609pt,210.0178pt) -- (243.8331pt,210.0178pt);
\node at (126.609pt,198.0178pt)[below right,inner sep=0]{$send(\sigma_2)$};
\node at (122.1916pt,232.0178pt)[below right,color=black,inner sep=0]{~};
\node at (125.5216pt,234.8578pt)[below right,inner sep=0]{$\text{Wait until P1 received }\sigma \text{ t times}$};
\node at (267.0846pt,232.0178pt)[below right,color=black,inner sep=0]{~};
\draw[pstyle6] (307.2197pt,272.0356pt) -- (349.2197pt,272.0356pt);
\draw[pstyle6] (349.2197pt,272.0356pt) -- (349.2197pt,285.0356pt);
\draw[pstyle6] (308.2197pt,285.0356pt) -- (349.2197pt,285.0356pt);
\draw[pstyle5] (318.2197pt,281.0356pt) -- (308.2197pt,285.0356pt) -- (318.2197pt,289.0356pt) -- (314.2197pt,285.0356pt) -- cycle;
\node at (314.2197pt,260.0178pt)[below right,inner sep=0]{$S'(sk_t, r)$};
\draw[pstyle5] (120.609pt,305.0356pt) -- (110.609pt,309.0356pt) -- (120.609pt,313.0356pt) -- (116.609pt,309.0356pt) -- cycle;
\draw[pstyle6] (114.609pt,309.0356pt) -- (306.2197pt,309.0356pt);
\node at (126.609pt,297.0356pt)[below right,inner sep=0]{$send(\sigma_t)$};
\draw[pstyle6] (109.609pt,334.1576pt) -- (151.609pt,334.1576pt);
\draw[pstyle6] (151.609pt,334.1576pt) -- (151.609pt,347.1576pt);
\draw[pstyle6] (110.609pt,347.1576pt) -- (151.609pt,347.1576pt);
\draw[pstyle5] (120.609pt,343.1576pt) -- (110.609pt,347.1576pt) -- (120.609pt,351.1576pt) -- (116.609pt,347.1576pt) -- cycle;
\node at (116.609pt,321.0356pt)[below right,inner sep=0]{$C'(pkc, r, J, \{\sigma_r^j\}_{j\in J})$};
\draw[pstyle5] (34pt,367.1576pt) -- (24pt,371.1576pt) -- (34pt,375.1576pt) -- (30pt,371.1576pt) -- cycle;
\draw[pstyle6] (28pt,371.1576pt) -- (108.609pt,371.1576pt);
\node at (40pt,359.1576pt)[below right,inner sep=0]{$PROVE(\sigma)$};
\draw[pstyle5] (34pt,391.1576pt) -- (24pt,395.1576pt) -- (34pt,399.1576pt) -- (30pt,395.1576pt) -- cycle;
\draw[pstyle6] (28pt,395.1576pt) -- (108.609pt,395.1576pt);
\node at (40pt,383.1576pt)[below right,inner sep=0]{$APPEND(\sigma)$};
\draw[pstyle5] (295.2197pt,405.1576pt) -- (305.2197pt,409.1576pt) -- (295.2197pt,413.1576pt) -- (299.2197pt,409.1576pt) -- cycle;
\draw[pstyle6] (244.8331pt,409.1576pt) -- (301.2197pt,409.1576pt);
\draw[pstyle5] (232.9877pt,433.7908pt) -- (242.8331pt,438.1576pt) -- (232.6921pt,441.7853pt) -- (236.8372pt,437.9359pt) -- cycle;
\draw[pstyle6] (109.609pt,433.1576pt) -- (242.8331pt,438.1576pt);
\node at (116.609pt,421.1576pt)[below right,inner sep=0]{$RBcast(submit, S, r, 1, \sigma)$};
\draw[pstyle5] (295.8008pt,452.9341pt) -- (305.2197pt,458.1576pt) -- (294.7967pt,460.8708pt) -- (299.2671pt,457.4045pt) -- cycle;
\draw[pstyle6] (109.609pt,433.1576pt) -- (305.2197pt,458.1576pt);
\node at (116.609pt,421.1576pt)[below right,inner sep=0]{$RBcast(submit, S, r, 1, \sigma)$};
\draw[pstyle5] (358.5415pt,477.3411pt) -- (367.6062pt,483.1576pt) -- (357.0307pt,485.1971pt) -- (361.7142pt,482.0245pt) -- cycle;
\draw[pstyle6] (109.609pt,433.1576pt) -- (367.6062pt,483.1576pt);
\node at (116.609pt,421.1576pt)[below right,inner sep=0]{$RBcast(submit, S, r, 1, \sigma)$};
\draw[pstyle5] (34pt,503.1576pt) -- (24pt,507.1576pt) -- (34pt,511.1576pt) -- (30pt,507.1576pt) -- cycle;
\draw[pstyle6] (28pt,507.1576pt) -- (243.8331pt,507.1576pt);
\node at (40pt,495.1576pt)[below right,inner sep=0]{$P \gets READ()$};
\draw[pstyle5] (34pt,503.1576pt) -- (24pt,507.1576pt) -- (34pt,511.1576pt) -- (30pt,507.1576pt) -- cycle;
\draw[pstyle6] (28pt,507.1576pt) -- (306.2197pt,507.1576pt);
\draw[pstyle5] (34pt,503.1576pt) -- (24pt,507.1576pt) -- (34pt,511.1576pt) -- (30pt,507.1576pt) -- cycle;
\draw[pstyle6] (28pt,507.1576pt) -- (368.6062pt,507.1576pt);
\draw[pstyle6] (244.8331pt,531.1754pt) -- (286.8331pt,531.1754pt);
\draw[pstyle6] (286.8331pt,531.1754pt) -- (286.8331pt,544.1754pt);
\draw[pstyle6] (245.8331pt,544.1754pt) -- (286.8331pt,544.1754pt);
\draw[pstyle5] (255.8331pt,540.1754pt) -- (245.8331pt,544.1754pt) -- (255.8331pt,548.1754pt) -- (251.8331pt,544.1754pt) -- cycle;
\node at (251.8331pt,519.1576pt)[below right,inner sep=0]{$V'(pk, r, \sigma)$};
\draw[pstyle6] (307.2197pt,531.1754pt) -- (349.2197pt,531.1754pt);
\draw[pstyle6] (349.2197pt,531.1754pt) -- (349.2197pt,544.1754pt);
\draw[pstyle6] (308.2197pt,544.1754pt) -- (349.2197pt,544.1754pt);
\draw[pstyle5] (318.2197pt,540.1754pt) -- (308.2197pt,544.1754pt) -- (318.2197pt,548.1754pt) -- (314.2197pt,544.1754pt) -- cycle;
\node at (314.2197pt,519.1576pt)[below right,inner sep=0]{$V'(pk, r, \sigma)$};
\draw[pstyle6] (369.6062pt,531.1754pt) -- (411.6062pt,531.1754pt);
\draw[pstyle6] (411.6062pt,531.1754pt) -- (411.6062pt,544.1754pt);
\draw[pstyle6] (370.6062pt,544.1754pt) -- (411.6062pt,544.1754pt);
\draw[pstyle5] (380.6062pt,540.1754pt) -- (370.6062pt,544.1754pt) -- (380.6062pt,548.1754pt) -- (376.6062pt,544.1754pt) -- cycle;
\node at (376.6062pt,519.1576pt)[below right,inner sep=0]{$V'(pk, r, \sigma)$};
\end{tikzpicture}

32
Recherche/BFT-ARBover/diagrams/nonBFT_behaviour.puml Normal file
View File

@@ -0,0 +1,32 @@
@startuml
!pragma teoz true
database DL
actor P1
actor Pi
P1 -> P1 : <latex>ABcast(m)</latex>
P1 -> P1 : <latex>m \in S</latex>
P1 -> DL : <latex>READ()</latex>
DL --> P1 : <latex>P</latex>
P1 -> P1 : <latex>r_{max} = max\{r : (\_, prove(r)) \in P\}</latex>
loop <latex>\textbf{foreach } r \in \{r_{max} + 1, \dots\}</latex>
P1 ->(05) Pi : <latex>RBcast(prop, S, r, 1)</latex>
P1 -> DL : <latex>PROVE(r)</latex>
P1 -> DL : <latex>APPEND(r)</latex>
P1 -> DL : <latex>READ()</latex>
DL --> P1 : <latex>P</latex>
alt <latex>(1, \text{prove(}r\text{)}) \in P</latex>
note over P1 : break
else <latex>(\exists j, r' : (j, prove(r')) \in P \land m \in prop[r'][j])</latex>
note over P1 : break
end
end
hide footbox
@enduml

93
Recherche/BFT-ARBover/diagrams/nonBFT_behaviour.tex Normal file
View File

@@ -0,0 +1,93 @@
% generated by Plantuml 1.2025.10
\definecolor{plantucolor0000}{RGB}{255,255,255}
\definecolor{plantucolor0001}{RGB}{24,24,24}
\definecolor{plantucolor0002}{RGB}{0,0,0}
\definecolor{plantucolor0003}{RGB}{226,226,240}
\definecolor{plantucolor0004}{RGB}{238,238,238}
\definecolor{plantucolor0005}{RGB}{254,255,221}
\begin{tikzpicture}[yscale=-1
,pstyle0/.style={color=plantucolor0000,line width=0.0pt}
,pstyle1/.style={color=plantucolor0001,line width=0.5pt,dash pattern=on 5.0pt off 5.0pt}
,pstyle2/.style={color=plantucolor0001,fill=plantucolor0003,line width=0.5pt}
,pstyle3/.style={color=plantucolor0001,line width=0.5pt}
,pstyle4/.style={color=plantucolor0001,line width=1.0pt}
,pstyle5/.style={color=plantucolor0001,fill=plantucolor0001,line width=1.0pt}
,pstyle6/.style={color=plantucolor0001,line width=1.0pt,dash pattern=on 2.0pt off 2.0pt}
,pstyle7/.style={color=black,fill=plantucolor0004,line width=1.5pt}
,pstyle8/.style={color=black,line width=1.5pt}
,pstyle10/.style={color=plantucolor0001,fill=plantucolor0005,line width=0.5pt}
]
\draw[pstyle0] (20.5pt,75pt) rectangle (28.5pt,537.1498pt);
\draw[pstyle1] (24pt,75pt) -- (24pt,537.1498pt);
\draw[pstyle0] (105.8255pt,75pt) rectangle (113.8255pt,537.1498pt);
\draw[pstyle1] (109.3255pt,75pt) -- (109.3255pt,537.1498pt);
\draw[pstyle0] (273.8933pt,75pt) rectangle (281.8933pt,537.1498pt);
\draw[pstyle1] (277.3933pt,75pt) -- (277.3933pt,537.1498pt);
\node at (14.055pt,65pt)[below right,color=black,inner sep=0]{DL};
\draw[pstyle2] (6pt,29pt) ..controls (6pt,19pt) and (24pt,19pt) .. (24pt,19pt) ..controls (24pt,19pt) and (42pt,19pt) .. (42pt,29pt) -- (42pt,55pt) ..controls (42pt,65pt) and (24pt,65pt) .. (24pt,65pt) ..controls (24pt,65pt) and (6pt,65pt) .. (6pt,55pt) -- (6pt,29pt);
\draw[pstyle3] (6pt,29pt) ..controls (6pt,39pt) and (24pt,39pt) .. (24pt,39pt) ..controls (24pt,39pt) and (42pt,39pt) .. (42pt,29pt);
\node at (100.4205pt,65pt)[below right,color=black,inner sep=0]{P1};
\draw[pstyle2] (109.3255pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle3] (109.3255pt,21.5pt) -- (109.3255pt,48.5pt)(96.3255pt,29.5pt) -- (122.3255pt,29.5pt)(109.3255pt,48.5pt) -- (96.3255pt,63.5pt)(109.3255pt,48.5pt) -- (122.3255pt,63.5pt);
\node at (269.5983pt,65pt)[below right,color=black,inner sep=0]{Pi};
\draw[pstyle2] (277.3933pt,13.5pt) ellipse (8pt and 8pt);
\draw[pstyle3] (277.3933pt,21.5pt) -- (277.3933pt,48.5pt)(264.3933pt,29.5pt) -- (290.3933pt,29.5pt)(277.3933pt,48.5pt) -- (264.3933pt,63.5pt)(277.3933pt,48.5pt) -- (290.3933pt,63.5pt);
\draw[pstyle4] (109.3255pt,99pt) -- (151.3255pt,99pt);
\draw[pstyle4] (151.3255pt,99pt) -- (151.3255pt,112pt);
\draw[pstyle4] (110.3255pt,112pt) -- (151.3255pt,112pt);
\draw[pstyle5] (120.3255pt,108pt) -- (110.3255pt,112pt) -- (120.3255pt,116pt) -- (116.3255pt,112pt) -- cycle;
\node at (116.3255pt,87pt)[below right,inner sep=0]{$ABcast(m)$};
\draw[pstyle4] (109.3255pt,133.2243pt) -- (151.3255pt,133.2243pt);
\draw[pstyle4] (151.3255pt,133.2243pt) -- (151.3255pt,146.2243pt);
\draw[pstyle4] (110.3255pt,146.2243pt) -- (151.3255pt,146.2243pt);
\draw[pstyle5] (120.3255pt,142.2243pt) -- (110.3255pt,146.2243pt) -- (120.3255pt,150.2243pt) -- (116.3255pt,146.2243pt) -- cycle;
\node at (116.3255pt,124pt)[below right,inner sep=0]{$m \in S$};
\draw[pstyle5] (35pt,166.2243pt) -- (25pt,170.2243pt) -- (35pt,174.2243pt) -- (31pt,170.2243pt) -- cycle;
\draw[pstyle4] (29pt,170.2243pt) -- (108.3255pt,170.2243pt);
\node at (41pt,158.2243pt)[below right,inner sep=0]{$READ()$};
\draw[pstyle5] (97.3255pt,187.0576pt) -- (107.3255pt,191.0576pt) -- (97.3255pt,195.0576pt) -- (101.3255pt,191.0576pt) -- cycle;
\draw[pstyle6] (24pt,191.0576pt) -- (103.3255pt,191.0576pt);
\node at (31pt,182.2243pt)[below right,inner sep=0]{$P$};
\draw[pstyle4] (109.3255pt,215.0576pt) -- (151.3255pt,215.0576pt);
\draw[pstyle4] (151.3255pt,215.0576pt) -- (151.3255pt,228.0576pt);
\draw[pstyle4] (110.3255pt,228.0576pt) -- (151.3255pt,228.0576pt);
\draw[pstyle5] (120.3255pt,224.0576pt) -- (110.3255pt,228.0576pt) -- (120.3255pt,232.0576pt) -- (116.3255pt,228.0576pt) -- cycle;
\node at (116.3255pt,203.0576pt)[below right,inner sep=0]{$r_{max} = max\{r : (\_, prove(r)) \in P\}$};
\draw[pstyle7] (8pt,240.0576pt) -- (74.4pt,240.0576pt) -- (74.4pt,242.0576pt) -- (64.4pt,252.0576pt) -- (8pt,252.0576pt) -- (8pt,240.0576pt);
\draw[pstyle8] (8pt,240.0576pt) rectangle (293.4464pt,513.1498pt);
\node at (23pt,241.0576pt)[below right,color=black,inner sep=0]{\textbf{loop}};
\node at (89.4pt,243.3076pt)[below right,color=black,inner sep=0]{\textbf{[}};
\node at (92.59pt,242.0576pt)[below right,inner sep=0]{$\textbf{foreach } r \in \{r_{max} + 1, \dots\}$};
\node at (215.4514pt,243.3076pt)[below right,color=black,inner sep=0]{\textbf{]}};
\draw[pstyle5] (265.5167pt,278.762pt) -- (275.3933pt,283.0576pt) -- (265.2788pt,286.7585pt) -- (269.396pt,282.8792pt) -- cycle;
\draw[pstyle4] (109.3255pt,278.0576pt) -- (275.3933pt,283.0576pt);
\node at (116.3255pt,266.0576pt)[below right,inner sep=0]{$RBcast(prop, S, r, 1)$};
\draw[pstyle5] (35pt,303.0576pt) -- (25pt,307.0576pt) -- (35pt,311.0576pt) -- (31pt,307.0576pt) -- cycle;
\draw[pstyle4] (29pt,307.0576pt) -- (108.3255pt,307.0576pt);
\node at (41pt,295.0576pt)[below right,inner sep=0]{$PROVE(r)$};
\draw[pstyle5] (35pt,327.0576pt) -- (25pt,331.0576pt) -- (35pt,335.0576pt) -- (31pt,331.0576pt) -- cycle;
\draw[pstyle4] (29pt,331.0576pt) -- (108.3255pt,331.0576pt);
\node at (41pt,319.0576pt)[below right,inner sep=0]{$APPEND(r)$};
\draw[pstyle5] (35pt,351.0576pt) -- (25pt,355.0576pt) -- (35pt,359.0576pt) -- (31pt,355.0576pt) -- cycle;
\draw[pstyle4] (29pt,355.0576pt) -- (108.3255pt,355.0576pt);
\node at (41pt,343.0576pt)[below right,inner sep=0]{$READ()$};
\draw[pstyle5] (97.3255pt,371.8909pt) -- (107.3255pt,375.8909pt) -- (97.3255pt,379.8909pt) -- (101.3255pt,375.8909pt) -- cycle;
\draw[pstyle6] (24pt,375.8909pt) -- (103.3255pt,375.8909pt);
\node at (31pt,367.0576pt)[below right,inner sep=0]{$P$};
\draw[pstyle7] (65.7255pt,387.8909pt) -- (123.9755pt,387.8909pt) -- (123.9755pt,389.8909pt) -- (113.9755pt,399.8909pt) -- (65.7255pt,399.8909pt) -- (65.7255pt,387.8909pt);
\draw[pstyle8] (65.7255pt,387.8909pt) rectangle (268.4464pt,499.1498pt);
\node at (80.7255pt,388.8909pt)[below right,color=black,inner sep=0]{\textbf{alt}};
\node at (138.9755pt,391.1409pt)[below right,color=black,inner sep=0]{\textbf{[}};
\node at (142.1655pt,389.8909pt)[below right,inner sep=0]{$(1, \text{prove(}r\text{)}) \in P$};
\node at (215.6282pt,391.1409pt)[below right,color=black,inner sep=0]{\textbf{]}};
\draw[color=black,line width=1.0pt,dash pattern=on 2.0pt off 2.0pt] (65.7255pt,450.8909pt) -- (268.4464pt,450.8909pt);
\node at (70.7255pt,454.1498pt)[below right,color=black,inner sep=0]{\textbf{[}};
\node at (73.9155pt,452.8909pt)[below right,inner sep=0]{$(\exists j, r' : (j, prove(r')) \in P \land m \in prop[r'][j])$};
\node at (263.2564pt,454.1498pt)[below right,color=black,inner sep=0]{\textbf{]}};
\draw[pstyle10] (86.7255pt,414.8909pt) -- (86.7255pt,434.8909pt) -- (131.7255pt,434.8909pt) -- (131.7255pt,424.8909pt) -- (121.7255pt,414.8909pt) -- (86.7255pt,414.8909pt);
\draw[pstyle10] (121.7255pt,414.8909pt) -- (121.7255pt,424.8909pt) -- (131.7255pt,424.8909pt) -- (121.7255pt,414.8909pt);
\node at (92.7255pt,419.8909pt)[below right,color=black,inner sep=0]{break};
\draw[pstyle10] (86.7255pt,474.1498pt) -- (86.7255pt,494.1498pt) -- (131.7255pt,494.1498pt) -- (131.7255pt,484.1498pt) -- (121.7255pt,474.1498pt) -- (86.7255pt,474.1498pt);
\draw[pstyle10] (121.7255pt,474.1498pt) -- (121.7255pt,484.1498pt) -- (131.7255pt,484.1498pt) -- (121.7255pt,474.1498pt);
\node at (92.7255pt,479.1498pt)[below right,color=black,inner sep=0]{break};
\end{tikzpicture}