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Purpose of the present study was to examine the reliability and validity of three data extraction programs, Ungraph, GraphClick, and DigitizeIt, using 60 graphs obtained from 15 SSER studies focused on a practice.
We prove that the class of such graphs Γ is precisely the class of those graphs obtained from G-symmetric graphs Σ and self-paired G-orbits on 3-arcs of Σ by a construction introduced in a recent paper of Li, Praeger and the author, and that Γ can be reconstructed from ΓB via this construction.
By using the load-displacement graphs obtained from this study, axial load capacity, failure modes, initial stiffness, displacement ductility ratios and energy dissipation capacities were calculated and important conclusions were obtained from discussing the experimental results regarding the general performances of anchors.
Figure 2 Graphs obtained from FTIR analysis of AgNPs obtained.
Graphs obtained from latitude 6° and 13° data were analysed to investigate solar radiation on some tilt angles.
The bottom five panels are based on graphs obtained from the phase synchrony matrices of the frequency bands, δ, θ, α, β, and γ.
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The generalized Fibonacci cube Qd(f) is the graph obtained from the hypercube Qd by removing all vertices that contain a given binary word f.
Denote by (G^{-1}) the graph obtained from G by reversing the direction of the edges.
We denote by (ℓ+1 Kk+1 the graph obtained from the disjoint union of (ℓ+1) copies of Kk+1.
Similarly, (G-e) denote the graph obtained from G by deleting an edge (ein G).
Let (G-uv) denote the graph obtained from G by deleting the edge (uvin E(G)).
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