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Some patterns of spatial-ontogenetic structure in populations of tuber orchids
Fardeeva M.
orchids have been identified based on mapping, electronic maps constructed with “point processes
Conformal radius: At the interface of traditions
Kazantsev A.
Conformal radius: At the interface of traditions
Perturbations of vectorial coverings and systems of equations in metric spaces
Zhukovskiĭ E.S.
of the concept of conditional covering to vector-valued mappings; i.e., the mappings acting in products of metric
Dynamic Changes of the Ionospheric Artificial Airglow Region Caused by High-Power Radio Waves Based on a Joint Analysis of Night-Sky Snapshots in the 630 nm Line and Total Electron Content Variation Maps
Kogogin D.A., Nasyrov I.A., Shindin A.V., Grach S.M., Maksimov D.S., Zagretdinov R.V., Dementiev V.O.
for joint analysis of the night-sky snapshots and total electron content (TEC) variation maps and present a
Steady Flow from an Array of Subsurface Emitters: Kornev’s Irrigation Technology and Kidder’s Free Boundary Problems Revisited
Kacimov A., Obnosov Y., Šimůnek J.
phreatic surface. The hodograph method is used. The complex potential strip is mapped onto the triangle
Global strings in extra dimensions: The full map of solutions, matter trapping, and the hierarchy problem
Bronnikov K.A., Meierovich B.E.
of the warp factor and the extradimensional circular radius r(l). Solutions with r → ∞ and r → const > 0
The structure and dynamics of the HF-pumped ionosphere based on a joint analysis of the artificial airglow spots and two-dimensional maps of the total electron content
Kogogin D., Nasyrov I., Shindin A., Maksimov D., Grach S., Dementiev V., Zagretdinov R.
on a network of 20 GNSS stations located within a radius of 400km from the 'Sura' facility, mainly
Covering maps of spaces of compact subsets
Gel'man B.D., Zhukovskii S.E.
Mappings generated by covering maps of metric spaces are considered in the spaces of compact
Bounds for joint spectral radii of a set of nonnegative matrices
Al'pin Y.
Spectral max-radius
Steady Flow from an Array of Subsurface Emitters: Kornev’s Irrigation Technology and Kidder’s Free Boundary Problems Revisited
Kacimov A., Obnosov Y., Šimůnek J.
phreatic surface. The hodograph method is used. The complex potential strip is mapped onto the triangle

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