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Zaanen A.C.
Continuity, integration and Fourier theory.Berlin: Springer, 1989.-251 p. [91]
Zaanen A.C.
Riesz spaces. II.-Amsterdam: N.-Holl., 1983.720 p.-bibl.: p.p. 703-715. [12086]
Zabrodsky A.
Hopf spaces.-Amsterdam: N.-Holl., 1976.223 p.-bibl.: p.p. 211-218. [6225]
Zahlentheoretische Analysis. II.
Zahlentheoretische Analysis. II: Wiener Seminarber., 1984-1986./T.Hlawka, ed.-Berlin: Springer, 1987.-158 S. (Lect. Notes in Math., v. 1262) [6300]
Zaidman S.
Almost periodic functions in abstract spaces.Boston: Pitman Publ., 1985.-133 p.-bibl.: 44. [12132]
Zakeri S.
Biaccessibility in quadratic Julia sets I: the locally-connected case.-N.-Y.: SUNY Stony Brook Inst. Math. Sci., 1998.-14 p. (SUNY Stony Brokk Inst. Math. Sci. Preprint N 1) [10452]
Zakeri S.
Dynamics of singular holomorphic foliations on the complex projective plane.-N.-Y.: SUNY Stony Brook Inst. Math. Sci., 1998.-72 p. (SUNY Stony Brook Inst. Math. Sci. Preprint N 10) [10443]
Zakeri S.
On criical points of poper holomorphic maps on the unit disk.-N.-Y.: SUNY Stony Brook Inst. Math.Sci., 1996.-5 p. (SUNY Stony Brook Inst. Math. Sci. Preprint 1996/7) [10499]
Zakeri S.
On dynamics of cubic Siegel polynomials.-N.-Y.: (SUNY Stony Brook Inst. Math. Sci. Preprint N 4) [10449]
Zakharevich I.
Geometric vertex operators. Отт.: 115 p.
Zariski O., Samuel P.
Commutative algebra. vol. 1.-Princeton: D. van Nostrand Co., 1959.-330 p. [19052]
Zariski O., Samuel P.
Commutative algebrs. vol. 2.-Princeton: D. van Nostrand Co., 1960.-414 p. [19053]
Zassenhaus H.
The theory of groups.-N.-Y.: Chelsea Publ. Co., 1949.-159 p. [12037]
Zauderer E.
Partial differential equations of applied mathematics. 2-nd ed.-N.-Y.: J.Wiley & Sons, 1989.-891 p. [3108]
Zauderer E.
Partial differential equations of applied mathematics.-N.-Y.: J. Wiley & Sons, 1983.-779 p.bibl.: p.p. 766-769. [16573]
Zeeman E.C.
Seminar on combinatorial topology.-Inst. Hautes Etud. Sci., 1966.-60 p. [6227]
Zeeman E.C.
Seminar on combinatorial topology.-Inst. Hautes Etud. Scient., 1965.-93 p. [6226]
Zeidler E.
Nonlinear functional analysis and its applications. I: Fixed-point theorems.-N.-Y.: Springer, 1986.-897 p.-bibl.: p.p. 808-849. [3109]
Zeidler E.
Nonlinear functional analysis and its applications. III: Variational methods and optimization.-N.-Y.: Springer, 1985.-661 p.bibl.: p.p. 606-635. [3110]
Zeidler E.
Nonlinear functional analysis and its applications. IV: Applications to mathematical physics.-N.-Y.: Springer, 1988.-975 p.-bibl.: p.p. 885-931. [3111]
Zeidler E.
Quantum field theory I: Basics in mathematics and physics. A bridge between mathematicians and physicists.-Berlib: Springer-Verlag, 2006.-1020 p.bibl.: p.p. 959-990. [18925]
Zelevinsky A.V.
A generalization of the Littlewood-Richardson rule and the Robinson-Schensted-Knuth correspondence. Отт.: J. Algebra, 1981, v. 69, N 1, p. 82-94.
Zelevinsky A.V.
Representations of finite classical groups: A Hopf algebra approach.-Berlin: Springer, 1981.-184 p. (Lect. Notes in Math., v. 869) [6248, 6250]
Zeng J.
Calcul Saalschutzien.-Strasbourg: IRMA, 1988.97 p. (Publ. IRMA, 360/TS-05) [13700]
Zettle A.
Sturm-Liouville theory.-Providence, R.I.: Amer. Math. Soc., 2006.-328 p.-bibl.: 648. [18217]
Zhang D., Cheng R.
Gevrey regularity of invariant curves of analytic reversible mappings. Отт.: Hindawi Publ. Corp. Advances in Difference Equations, v. 2010, Art. ID 324378, 18 p.
Zhang J.
Arithmetical conditions on element orders and group structure.-Paris: LMENS, 1993.-8 p. -bibl.: 15. (LMENS - 93 - 8) [9376]
Zhang J.
Finite groups with many conjugate elements. -Paris: LMENS, 1993.-18 p.-bibl.: 14. (LMENS - 93 - 7) [9374]
Zhang J.
On lower dimensional invariant tori in C reversible systems. Отт.: Chin. Ann. Math., 2008, v, 29B, p. 459-486.
Zhang W.
Symplectic reduction and family quantization.Bures-sur-Yvette: IHES, 1999.-13 p. (IHES/M/99/05) [9990]
Zhitomirski M.
Typical singularities of differential l-forms and Pfaffian equations.-Providence,R.I.: Amer. Math. Soc.,1992.-176 p. (Transl. Math. Monogr., v. 113) [9708]
Zhu X.
Kahler-Ricci solitons on toric Fano varieties._ Bures- sur-Yvette: IHES, 2000.-23 p. (IHES/M/00/58) [11441]
Zhukov I.B.
On ramification theory in the imperfect residue field case.-Bures-sur-Yvette: IHES, 2001.26 p. (IHES/M/01/58) [6976]
Zieschang H.
Finite groups of mapping classes of surfaces.-Berlin: Springer, 1981.-340 p.-bibl.: p.p. 330-337.(Lecture Notes in Math., v. 875) [2804]
Zimmer H.G.
Computational problems, methods, and results in algebraic number theory.-Berlin: Springer, 1972.-103 p.-bibl.: 408. (Lect. Notes in Math., v. 262) [15374]
Zimmer R.J., Morris D.W.
Ergodic theory, groups, and geometry.-Providence, R.I.: Amer. Math. Soc., 2008.-88 p. [19041]
Zimmermann M.
Complexes de chaines et petites categories.Strasbourg: IRMA, 2004.-105 p. (Prepubl. IRMA, 2004/020) [16364]
Zink T.
Cartiertheorie kommutativer formaler Gruppen.Leipzig: Teubner, 1984.-124 S. ( Teubner-Texte Math., Bd. 68) [93]
Zinsmeister M.
Formalisme thermodynamique et systemes dynamiques holomorphes.-Paris: Soc. Math. France, 1996.-96 p. (Panoramas et Syntheses, N 4) [11140]
Zorich A.
Hamiltonian flows of multivalued Hamiltonians on closed orientable surfaces.-Bonn: MPI, 1994.-19.-bibl.: 18. (MPI/94-29) [9312]
Zunino M.
Doubles quantiques des structures croisees.Strasbourg: IRMA, 2002.-99 p.-bibl.: 54. (Prepubl. IRMA, N 05) [13722]
Zurmuhl R., Falk S.
Matrizen und ihre Anwendungen fur angewandte Mathematiker, Physiker unf Ingenieure. 5 uberarb. erweit. Aufl.-Berlin: Springer, 1984.-342 p. [11981]
Zwiebach B.
Batalin-Vilkovisky quantization of string theories. Отт.: Spring Scool on string theory, gauge theory and quantum gravity. 19-27 Apr. 1993, SMR688-6.
Zwiebach B.
Closed string field theory: Quantum action and the Batalin-Vilkovisky master wquation. Отт.: Nuclear Physics, v. B390, p.33-152.
Zygmund A.
Trigonometric series. vol. 1-2. 2-nd ed.-Cambridge: Cambridge Univ. Press, 1988.-364 p.-bibl.: p.p. 336-351. [7282]
Zygmund A.
Trigonometrical series.-N.-Y.: Dover Publ., 1955.-329 p.-bibl.: p.p. 321-329. [16325]
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