ðð¾ðºð¸ ñññ ð¸ðµ - Open Access .click

Results 1 to 10 of about 31 (31)

Local uniform convexity and Kadec‐Klee type properties in K‐interpolation spaces I: General Theory

Journal of Function Spaces, Volume 2, Issue 2, Page 125-173, 2004., 2004
We present a systematic study of the interpolation of local uniform convexity and Kadec‐Klee type properties in K‐interpolation spaces. Using properties of the K‐functional of J.Peetre, our approach is based on a detailed analysis of properties of a Banach couple and properties of a K‐interpolation functional which guarantee that a given K ...
Peter G. Dodds +4 more
wiley +1 more source

The Hadamard‐Schwarz inequality

Journal of Function Spaces, Volume 2, Issue 2, Page 191-215, 2004., 2004
Given α1, …, αk arbitrary exterior forms in Rn of degree l1, …, lk, does it follow that |α1∧⋯∧αk| ≤ |α1| ⋯ |αk| The answer is no in general. However, it is a persistent, popular and even published misconception that the answer is yes. Of course, a routine calculation reveals that there exists at least a constant Cn independent of the forms satisfying ...
Tadeusz Iwaniec +4 more
wiley +1 more source

New formulas concerning Laplace transforms of quadratic forms for general Gaussian sequences

International Journal of Stochastic Analysis, Volume 15, Issue 4, Page 309-325, 2002., 2002
Various methods to derive new formulas for the Laplace transforms of some quadratic forms of Gaussian sequences are discussed. In the general setting, an approach based on the resolution of an appropriate auxiliary filtering problem is developed; it leads to a formula in terms of the solutions of Volterra‐type recursions describing characteristics of ...
M. L. Kleptsyna, A. Le Breton, M. Viot
wiley +1 more source

ÐžÐ¡ÐžÐ‘Ð•ÐÐÐžÐ¡Ð¢Ð˜ Ð ÐÐ¡Ð§Ð•Ð¢Ð Ð¡Ð¢ÐžÐ˜ÐœÐžÐ¡Ð¢Ð˜ Ð—Ð•ÐœÐ•Ð›Ð¬ÐÐžÐ“Ðž Ð£Ð§ÐÐ¡Ð¢ÐšÐ Ð”Ð›Ð¯ Ð¡Ð¢Ð ÐžÐ˜Ð¢Ð•Ð›Ð¬Ð¡Ð¢Ð’Ð Ð˜ ÐžÐ‘Ð¡Ð›Ð£Ð–Ð˜Ð’ÐÐÐ˜Ð¯ Ð–Ð˜Ð›ÐžÐ“Ðž Ð”ÐžÐœÐ .

ÐœÐ•ÐÐ•Ð”Ð–ÐœÐ•ÐÐ¢ ÐšÐ£Ð›Ð¬Ð¢Ð£Ð Ð« Ð’ ÐœÐÐ›ÐžÐœ Ð‘Ð˜Ð—ÐÐ•Ð¡Ð• Ð Ð•Ð¡ÐŸÐ£Ð‘Ð›Ð˜ÐšÐ˜ ÐœÐžÐ›Ð”ÐžÐ’Ð

ÐŸÐžÐ”Ð“ÐžÐ¢ÐžÐ’ÐšÐ Ð¡Ð¢Ð£Ð”Ð•ÐÐ¢ÐžÐ’ Ðš ÐŸÐ ÐžÐ¤Ð•Ð¡Ð¡Ð˜ÐžÐÐÐ›Ð¬ÐÐžÐ™ Ð˜ÐÐÐžÐ’ÐÐ¦Ð˜ÐžÐÐÐžÐ™ Ð”Ð•Ð¯Ð¢Ð•Ð›Ð¬ÐÐžÐ¡Ð¢Ð˜ Ð’ Ð ÐÐœÐšÐÐ¥ Ð¡ÐŸÐ•Ð¦Ð˜ÐÐ›Ð¬ÐÐžÐ“Ðž Ð£Ð§Ð•Ð‘ÐÐžÐ“Ðž ÐšÐ£Ð Ð¡Ð

ÐÐšÐžÐÐžÐœÐ˜Ð§Ð•Ð¡ÐšÐ˜Ð• Ð Ð«Ð§ÐÐ“Ð˜ ÐœÐ£ÐÐ˜Ð¦Ð˜ÐŸÐÐ›Ð¬ÐÐžÐ™ ÐŸÐžÐ›Ð˜Ð¢Ð˜ÐšÐ˜ Ð’ Ð¡Ð¤Ð•Ð Ð• ÐžÐ¥Ð ÐÐÐ« ÐÐ¢ÐœÐžÐ¡Ð¤Ð•Ð ÐÐžÐ“Ðž Ð’ÐžÐ—Ð”Ð£Ð¥Ð ÐÐ ÐŸÐ Ð˜ÐœÐ•Ð Ð• Ð“ÐžÐ ÐžÐ”Ð Ð›Ð¬Ð’ÐžÐ’Ð

, 2020
Ð Ð ⁄ Ñ‚Ð ⁄ Ð ⁄ Ð“ÐμÑ€ÑƒÐ ⁄ Ð ⁄ Ð
openalex

, 2020
Ð›Ð ̧Ð Ð ̧Ñ Ð”Ð°Ð ⁄ Ñ Ð ⁄ Ð ⁄ Ð Ð°
openalex

, 2020
Ð ̄Ð Ð ⁄ Ñ€ Ð¡Ñ‚Ð ⁄ Ñ Ð ⁄ Ð ⁄ Ð
openalex

chemistry
environmental chemistry
environmental science

mathematics
combinatorics
computer applications to medicine

medicine
medical informatics
computer science

1 2 3 4 next