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On analogs of the Keller-Osserman theorem for higher order differential inequalities

Kon'kov A.A., Shishkov A.E.

On analogs of the Keller-Osserman theorem for higher order differential inequalities

Generalization of the Keller-Osserman theorem for higher order differential inequalities

Kon'Kov A.A., Shishkov A.E.

inequality Σ/|α|=α aα (x,u) ≥ g (|u|) in ℝn is trivial, where m, n ≥ 1 are integers and aα and g are some

Keller–Osserman Phenomena for Kardar–Parisi–Zhang-Type Inequalities

Muravnik Andrey B.

both the classical result of Keller and Osserman and its recent Kon’kov–Shishkov generalization

EPR in La1-xCaxMnO3: Relaxation and bottleneck

Shengelaya A., Zhao G., Keller H., Müller K., Kochelaev B.

Three-spin-polarons and their elastic interaction in cuprates

Kochelaev B., Safina A., Shengelaya A., Keller H., Müller K., Conder K.

EPR in La1-xCaxMnO3: Relaxation and bottleneck

Shengelaya A., Zhao G., Keller H., Müller K., Kochelaev B.

EPR study on higher oxygen pressure synthesized compound Pr2-xGdxCuO4

Ivanshin V., Mamin G., Shengelaya A., Keller H., Klamut P., Sikora A.

Spontaneous ferromagnetic spin ordering at the surface of La2 Cu O4

Yusupov R., Kabanov V., Mihailovic D., Conder K., Müller K., Keller H.

Spin excitations and electron paramagnetic resonance in two-layer antiferromagnetic system Y1-xYbxBa2Cu 3O6+y

Vishina A., Maisuradze A., Shengelaya A., Kochelaev B., Keller H.

Three-spin-polarons and their elastic interaction in cuprates

Kochelaev B., Safina A., Shengelaya A., Keller H., Müller K., Conder K.

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