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Square-shaped nodes are created to model accesses to static members of a class.
Therefore, only classes with static members accessed by objects are represented in an OG.
In an OG, the nodes denote objects (and classes with static members) and the edges represent possible relations between the represented nodes.
Static members belong to the class itself.
On the contrary, instance (not static) members belong to objects of the class, meaning that each object will keep its copy of the member.
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Finally, the edge ((c_1,c_2)) indicates that (c_1) has accessed a static member of (c_2).
On the other hand, an edge ((c_1,o_1)) indicates that a static member of (c_1)—at some point of the program's execution has obtained a reference to (o_1).
The second field indicates the class name of the represented object (in the case of circular nodes) or the name of the class whose static member has been accessed (in the case of square nodes).
This means that there is only one version of the static member for the class no matter how many objects you create from that class and it is available even before you declare the first object.
This paper introduces a software for static, global member buckling and frequency analysis of 2D and 3D trusses to overcome this problem for Mathematica users.
Then, distributed static indeterminacy of the members can be independently obtained by a simplified process.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com