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Chunyan Liu

Publications and source records attributed to Chunyan Liu.

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Mitigating the Effect of Class Imbalance in Fault Localization Using Context-aware Generative Adversarial Network

Fault localization (FL) analyzes the execution information of a test suite to pinpoint the root cause of a failure. The class imbalance of a test suite, i.e., the imbalanced class proportion between passing test cases (i.e., majority class) and failing ones (i.e., minority class), adversely affects FL effectiveness. To mitigate the effect of class imbalance in FL, we propose CGAN4FL: a data augmentation approach using Context-aware Generative Adversarial Network for Fault Localization. Specifically, CGAN4FL uses program dependencies to construct a failure-inducing context showing how a failure is caused. Then, CGAN4FL leverages a generative adversarial network to analyze the failure-inducing context and synthesize the minority class of test cases (i.e., failing test cases). Finally, CGAN4FL augments the synthesized data into original test cases to acquire a class-balanced dataset for FL. Our experiments show that CGAN4FL significantly improves FL effectiveness, e.g., promoting MLP-FL by 200.00%, 25.49%, and 17.81% under the Top-1, Top-5, and Top-10 respectively.

cs.SE

Ulam floating functions

We extend the notion of Ulam floating sets from convex bodies to Ulam floating functions. We use the Ulam floating functions to derive a new variational formula for the affine surface area of log-concave functions.

math.MG

An inequality on the mass of image of rectifiable chain under chain map

For a complete normed abelian group $G$, we show that the mass of image of a rectifiable $G$-chain $S$ under chain map $f_{\sharp}$ induced by Lipschitz map $f$ is controlled by the integral of Jacobi of $f$ restricted on the support of $S$ with respect to associated radon mesure $μ_S$.

math.CA

Study of a^0_0(980)-f_0(980) mixing at BESIII

In this talk,we present direct measurements of $a^{0}_{0}(980)-f_{0}(980)$ mixing in the processes $J/ψ\toϕf_{0}(980)\toϕa^{0}_{0}(980)\toϕηπ^{0}$ and $ψ^{\prime}\toγχ_{c1},χ_{c1}\toπ^{0} a^{0}_{0}(980)\toπ^{0} f_{0}(980)\toπ^{0}π^{+}π^{-}$ with $2.25 \times 10^{8}$ $J/ψ$ data and $1.06 \times 10^{8}$ $ψ^{\prime}$ data at BESIII.

hep-ex