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TobiasWrigstadTobiasWrigstad
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Rewrite of PEP795
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‎peps/pep-0795.rst

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‎peps/pep-0795/diagram_1.mmd

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graph LR
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subgraph Sub 1
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A[A]
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D[D]
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end
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subgraph Sub 2
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B[B]
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end
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C:::imm
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A ----> C
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B ----> C
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C ----> D
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A -. GIL 1 .-> C
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B -. GIL 2 .-> C
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C -. GIL 1 .-> D
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C -. GIL 2 .-> D
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classDef imm fill:#ADD8E6,stroke:#003366,stroke-width:1px,color:#003366;
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linkStyle 4,6 stroke:#f00,stroke-width:1px,color:blue;
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linkStyle 3,5 stroke:#90f,stroke-width:1px,color:blue;

‎peps/pep-0795/diagram_1.svg

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‎peps/pep-0795/diagram_10.mmd

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graph LR
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subgraph Sub 1
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A[A]
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end
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subgraph Sub 2
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B[B]
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end
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C[Cell]:::imm
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D[Shared field]:::fake_imm
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E[2]:::imm
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A ----> C
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B ----> C
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C ----> D
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D ----> E
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A -. GIL 1 .-> C
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C -. GIL 1 .-> D
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D -. GIL 1 .-> E
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B -. GIL 2 .-> C
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C -. GIL 2 .-> D
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D -. GIL 2 .-> E
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classDef imm fill:#ADD8E6,stroke:#003366,stroke-width:1px,color:#003366;
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classDef fake_imm fill:#aaa,stroke:#000,stroke-width:1px;
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linkStyle 4,5,6 stroke:#f00,stroke-width:1px,color:blue;
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linkStyle 7,8,9 stroke:#90f,stroke-width:1px,color:blue;

‎peps/pep-0795/diagram_10.svg

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‎peps/pep-0795/diagram_11.mmd

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graph LR
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subgraph Sub 1
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A[A]
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D1[interpreter-local storage]
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E[E]
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end
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subgraph Sub 2
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B[B]
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D2[interpreter-local storage]
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F[F]
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end
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C[Prime factoriser]:::imm
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A ----> C
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B ----> C
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C ----> D1
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C ----> D2
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D1 ----> E
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D2 ----> F
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A -. GIL 1 .-> C
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C -. GIL 1 .-> D1
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D1 -. GIL 1 .-> E
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B -. GIL 2 .-> C
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C -. GIL 2 .-> D2
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D2 -. GIL 2 .-> F
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classDef imm fill:#ADD8E6,stroke:#003366,stroke-width:1px,color:#003366;
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classDef fake_imm fill:#aaa,stroke:#000,stroke-width:1px;
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linkStyle 6,7,8 stroke:#f00,stroke-width:1px,color:blue;
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linkStyle 9,10,11 stroke:#90f,stroke-width:1px,color:blue;

‎peps/pep-0795/diagram_11.svg

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‎peps/pep-0795/diagram_12.mmd

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graph
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subgraph Module1
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A[Type1]
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B[Func1]
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X[Var1]
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subgraph Module2
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C[Type2]
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D[Func2]
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Y[Var2]
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end
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end
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subgraph Module3
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E[Type3]
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EE[Type4]
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Z[Var3]
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F[Func3]
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end
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subgraph Program
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O1
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O2
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x
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y
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m3
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m1
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end
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A -- calls --> B
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B -- uses --> C
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B -- imports --> Module2
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B -- reads --> X
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B -- writes --> X
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C -- calls --> D
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C -- writes --> Y
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E -- reads --> Z
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F -- writes --> Z
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F -- imports --> Module2
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EE -- extends --> E
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O1 -- \_\_class__ --> EE
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O2 -- \_\_class__ --> A
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x --> O1
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y --> O2
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m1 -- imports --> Module1
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m3 -- imports --> Module3

‎peps/pep-0795/diagram_12.svg

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‎peps/pep-0795/diagram_2.mmd

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graph LR
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subgraph Sub 1
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A[A]
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end
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subgraph Sub 2
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B[B]
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end
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C:::imm
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D:::imm
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A ----> C
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B ----> C
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C -- \_\_class__ --> D
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classDef imm fill:#ADD8E6,stroke:#003366,stroke-width:1px,color:#003366;

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