@article{oai:niit.repo.nii.ac.jp:00001020,
 author = {竹野, 茂治},
 journal = {新潟工科大学研究紀要},
 month = {Mar},
 note = {Using the compensated compactness theory, DiPerna proved the existence of weak solutions of one dimensional isentropic gas dynamics equations with arbitrary large initial data for discrete adiabatic exponents, and Ding-Chen-Luo extended the result for continuous adiabatic exponents. In their results,
it is important to solve Tartar’s equation for Young measure and weak entropy pairs, but the part is complicated. In this article, we see an improvement of the part for discrete exponents. In our method, the argument for the part is more simple, and we can relax the restriction of the basic function of the
weak entropies.},
 pages = {17--34},
 title = {1 次元等エントロピー流に対するTartar 方程式の解法の改良},
 volume = {27},
 year = {2023}
}