Matches in Harvard for { <http://id.lib.harvard.edu/aleph/001067393/catalog> ?p ?o. }
Showing items 1 to 19 of
19
with 100 items per page.
- catalog contributor b1207045.
- catalog created "1974.".
- catalog date "1974".
- catalog date "1974.".
- catalog dateCopyrighted "1974.".
- catalog description "Includes bibliographical references.".
- catalog description "Kac, I. S. and Kreĭn, M. G. R-functions: analytic functions mapping the upper halfplane into itself.--Kac, I. S. and Kreĭn, M. G. On the spectral functions of the string.--Kreĭn, M. G. Čebyšev-Markov inequalities in the theory of the spectral functions of the vibrating string.--Kreĭn, M. G. and Smulʹjan, J. L. On linear-fractional transformations with operator coefficients.--Ginzburg, J. P. Divisors and minorants of operator-functions of bounded form.--Brodskiĭ, M. S. A certain class of operator-valued entire functions.--Gohberg, I. C. and Krupnik, N. J. The spectrum of one-dimensional singular integral operators with piecewise continuous coefficients.--Markus, A. S. The reduction method for operators in Hilbert space.--Markus, A. S. A note on the multistage method.".
- catalog extent "p. cm.".
- catalog identifier "0821830530".
- catalog isPartOf "American Mathematical Society translations. ser. 2, v. 103".
- catalog issued "1974".
- catalog issued "1974.".
- catalog language "eng".
- catalog publisher "Providence, R.I., American Mathematical Society,".
- catalog subject "Mathematical analysis.".
- catalog subject "QA3 .A572 ser. 2, vol. 103 QA300".
- catalog tableOfContents "Kac, I. S. and Kreĭn, M. G. R-functions: analytic functions mapping the upper halfplane into itself.--Kac, I. S. and Kreĭn, M. G. On the spectral functions of the string.--Kreĭn, M. G. Čebyšev-Markov inequalities in the theory of the spectral functions of the vibrating string.--Kreĭn, M. G. and Smulʹjan, J. L. On linear-fractional transformations with operator coefficients.--Ginzburg, J. P. Divisors and minorants of operator-functions of bounded form.--Brodskiĭ, M. S. A certain class of operator-valued entire functions.--Gohberg, I. C. and Krupnik, N. J. The spectrum of one-dimensional singular integral operators with piecewise continuous coefficients.--Markus, A. S. The reduction method for operators in Hilbert space.--Markus, A. S. A note on the multistage method.".
- catalog title "Nine papers in analysis [by] M. S. Brodskiĭ [and others]".
- catalog type "text".