A parity plot is a scatterplot that compares a set of results from a computational model against benchmark data. Each point has coordinates (xy), where x is a benchmark value and y is the corresponding value from the model.[1]

A line of the equation y = x, representing perfect model performance, is sometimes added as a reference. Where the model successfully reproduces a benchmark, that point will lie on the line.

Parity plots are found in scientific papers and reports, when the author wishes to validate a model in a visual way. However, when the data have a wide range, the large scale makes important discrepancies invisible and the model appears better than it actually is. In that case, a plot of model errors [(y − x) vs. x] is better for evaluating the performance of the model.

See also

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References

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  1. ^ Rhinehart, R. R. (2016). Nonlinear Regression Modeling for Engineering Applications: Modeling, Model Validation, and Enabling Design of Experiments. Deutschland: Wiley. Page 251 https://www.google.de/books/edition/Nonlinear_Regression_Modeling_for_Engine/LonIDAAAQBAJ?hl=de&gbpv=1&dq=%22parity%20plot%22%20definition%20statistic&pg=PA251


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Scatter plot

information visualization Rug plot Bar graph Line chart List of mathematical art software Scagnostics Dot plot (statistics) Parity plot Jarrell, Stephen B. (1994)

Prediction

sets. The predictions can visually be compared to the ground truth in a parity plot. In science, a prediction is a rigorous, often quantitative, statement

Collatz conjecture

If P(...) is the parity of a number, that is P(2n) = 0 and P(2n + 1) = 1, then we can define the Collatz parity sequence (or parity vector) for a number

Beta decay

from 60 Co proved that parity is not conserved in beta decay. This surprising result overturned long-held assumptions about parity and the weak force. In

Weakly interacting massive particle

these simplest WIMP hypotheses. WIMP-like particles are predicted by R-parity-conserving supersymmetry, a type of extension to the Standard Model of particle

Bipartite graph

vertices Parity graph, a generalization of bipartite graphs in which every two induced paths between the same two points have the same parity Quasi-bipartite

Higgs boson

their interactions with the Higgs field, has zero spin, even (positive) parity, no electric charge, and no color charge. It is also very unstable, decaying

Mathieu function

q ) {\displaystyle {\text{se}}_{n}(x,q)} can be further classified by parity and periodicity (both with respect to x {\displaystyle x} ), as follows: