package irmin

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irmin
- Irmin
  - AO
  - AO_MAKER
    
    K
    
    V
  - AO_MAKER_RAW
    
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    V
  - BC
    
    History
    
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    Cstruct
    
    Json
    
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    STORE
    
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  - Dot
    
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    Private
    
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    Contents
    
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    Node
    
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  - HRW
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  - LINK
  - LINK_MAKER
    
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  - Make
    
    AO
    
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    C
    
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    Contents
    
    Key
    
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    Node
    
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    R
    
    RW
    
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  - Make_ext
    
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    HISTORY
    
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    N
    
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    STORE
    
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    Conf
    
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    Make
    
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    S
    
    Node
    
    GRAPH
    
    Store
    
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    Path
    
    Step
    
    Val
    
    Graph
    
    C
    
    Key
    
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    STORE
    
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  - RAW
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  - SYNC
  - S_MAKER
    
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irmin.fs
- Irmin_fs
  - AO
    
    IO
    
    K
    
    V
  - AO_ext
    
    C
    
    IO
    
    K
    
    V
  - Config
  - IO
  - LOCK
  - Link
    
    IO
    
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  - Link_ext
    
    C
    
    IO
    
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  - Make
    
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  - Make_ext
    
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  - RW
    
    IO
    
    K
    
    L
    
    V
  - RW_ext
    
    C
    
    IO
    
    K
    
    L
    
    V
irmin.mem
- Irmin_mem
  - AO
    
    K
    
    V
  - Link
    
    K
  - Make
    
    C
    
    Path
    
    Step
    
    H
    
    Hash
    
    History
    
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    Private
    
    Commit
    
    Key
    
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    Contents
    
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    Node
    
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  - RW
    
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Legend:
Library
Module
Module type
Parameter
Class
Class type

Node provides functions to describe the graph-like structured values.

The node blocks form a labeled directed acyclic graph, labeled by steps: a list of steps defines a unique path from one node to an other.

Each node can point to user-defined contents values.

module type S = sig ... end

module Make
  (C : Tc.S0)
  (N : Tc.S0)
  (P : Path.S) : 
  S with type contents = C.t and type node = N.t and type step = P.step

Node provides a simple node implementation, parameterized by the contents C, node N and paths P.

module type STORE = sig ... end

STORE specifies the signature for node stores.

module type GRAPH = sig ... end

Graph specifies the signature for node graphs. A node graph is a deterministic DAG, labeled by steps.

module Graph
  (C : Contents.STORE)
  (S : STORE with type Val.contents = C.key and module Path = C.Path) : 
  GRAPH
    with type t = C.t * S.t
     and type contents = C.key
     and type node = S.key
     and type path = S.Path.t
     and type step = S.Path.step