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Open Research Data in Naturwissenschaften und Mathematik : Empfehlungen der Mathematisch-Naturwissenschaftlichen Klasse der BBAW

• Authors : Elsässer, Thomas; Grötschel, Martin; Scheffler, Matthias ...

Subjects: Mathematik; Naturwissenschaften; Strategie

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Chronologie der Naturwissenschaften: Der Weg der Mathematik und der Naturwissenschaften von den Anfängen in das 21. Jahrhundert

• Authors : Schlote, Karl-Heinz; Sächsische Akademie der Wissenschaften zu Leipzig

Subjects: Naturwissenschaften; Mathematik; Wissenschaftsgeschichte

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Parameter estimation in stochastic oscillators based on transition probability function decomposition

• Authors : Ivanenko, Dmytro; Pogorielov, Rostyslav

Subjects: Naturwissenschaften; Mathematik

• Source: Ivanenko, Dmytro, Pogorielov, Rostyslav: Parameter estimation in stochastic oscillators based on transition probability function decomposition; Open physics, Berlin: de Gruyter 2026.

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A problem on spaces of holomorphic maps and the geometry of image domains

• Authors : Cruz-Zamorano, Francisco J.

Subjects: Naturwissenschaften; Mathematik

• Source: Cruz-Zamorano, Francisco J.: A problem on spaces of holomorphic maps and the geometry of image domains; Concrete operators, Warsaw: ˜Deœ Gruyter, Versita 2026.

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Strong instability of standing waves for the Hartree equation with a constant magnetic field

• Authors : Mao, Weifeng; Zhang, Jian

Subjects: Mathematik; Naturwissenschaften

• Source: Mao, Weifeng, Zhang, Jian: Strong instability of standing waves for the Hartree equation with a constant magnetic field; Advances in nonlinear analysis, Berlin Boston, Mass.: de Gruyter 2026.

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Some open problems on the envelope of holomorphy

• Authors : Hazra, Suprokash

Subjects: Naturwissenschaften; Mathematik

• Source: Hazra, Suprokash: Some open problems on the envelope of holomorphy; Concrete operators, Warsaw: ˜Deœ Gruyter, Versita 2026.

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On the double critical p -fractional Schrödinger–Poisson system with electromagnetic fields in R 3 ${\mathbb{R}}^{3}$

• Authors : He, Xian; Liang, Sihua; Pucci, Patrizia

Subjects: Mathematik; Naturwissenschaften

• Source: He, Xian, Liang, Sihua, Pucci, Patrizia: On the double critical p -fractional Schrödinger–Poisson system with electromagnetic fields in R 3 ${\mathbb{R}}^{3}$; Advanced nonlinear studies, Berlin

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On well-posedness and decay of strong solutions for a coupled Cahn–Hilliard system

• Authors : Duan, Ning; Wang, Yinghao; Zhao, Xiaopeng

Subjects: Mathematik; Naturwissenschaften

• Source: Duan, Ning, Wang, Yinghao, Zhao, Xiaopeng: On well-posedness and decay of strong solutions for a coupled Cahn–Hilliard system; Advances in nonlinear analysis, Berlin Boston, Mass.: de Gruyter 2026.

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H (b) spaces of non-extreme b over finitely connected planar domains

• Authors : Şahin, Sibel

Subjects: Naturwissenschaften; Mathematik

• Source: Şahin, Sibel: H (b) spaces of non-extreme b over finitely connected planar domains; Concrete operators, Warsaw: ˜Deœ Gruyter, Versita 2026.

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Cyclic complementary extensions and skew-morphism

• Authors : Hu, Kan; Jajcay, Robert

Subjects: Mathematik; Naturwissenschaften

• Source: Hu, Kan, Jajcay, Robert: Cyclic complementary extensions and skew-morphism, Berlin: de Gruyter 2026.

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