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Characterization of Bounded Sets in Terms of Asymptotic Cones and Homotheties
Springer Verlag | 2020| -
Characterization of Bounded Sets in Terms of Asymptotic Cones and Homotheties
Online Contents | 2020| -
The Lipschitz condition for a metric projection operator in the space C[a, b]
National licenceSpringer Verlag | 1977| -
Stability estimates of continuous selections for metric almost-projections
National licenceSpringer Verlag | 1994| -
Constants of strong uniqueness for best uniform approximations on compacta
National licenceSpringer Verlag | 1983| -
Evidence for long-lived isomeric states in neutron-deficient 236Am and 236Bk nuclei
Free accessElsevier | 1986| -
Applications of semiempirical shell model masses based on a proton magic number to heavy and superheavy nuclei
National licenceAmerican Physical Society | 2002| -
Semiempirical Shell Model Tabulated Masses for Translead Elements with Magic Proton Number Z = 126
Free accessArXiv | 2001| -
$$\hbar $$ -Expansion for Bound States Described by the Relativistic Three-Dimensional Two-Particle Quasi-Potential Equation
National licenceSpringer Verlag | 2001| -
Energy Levels of and as Observed with Inelastic Scattering of 11.5-MeV Protons
National licenceAmerican Physical Society | 1966| -
Semiempirical Shell Model Masses with Magic Proton Number Z = 126 for Translead Elements
Springer Verlag | 2001| -
Applications of semiempirical shell model masses based on proton magic number Z = 126 to superheavy nuclei
Free accessArXiv | 2001| -
Semiempirical Shell Model Masses with Magic Proton Number Z=126 for Translead Elements
National licenceSpringer Verlag | 2001| -
Semiempirical Shell Model Masses with Magic Proton Number Z=126 for Translead Elements
Free accessArXiv | 2000|
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