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Symplectiv structure and quantization of the Einstein gravitation theory. Отт.: Actes Congres intern. Math., 1970, t. 3, p.35-39.
Faddeev L.D., Reshetikhin N.Yu., Takhtajan L.A.
Algebraic loop groups and moduli spaces of bundles. Отт. 2002, p.1-29.
Lectures on the arithmetic Riemann-Roch theorem.-Princeton: Princeton Univ.
Farber M., Katz G., Levine J.
Faria E. de, Melo W. de.
Affine Kac-Moody algebras at the critical level and Gelfand-Dikii algebras. Отт.: p.1-22.
Bosonic ghost system and the Virasoro algebra. Отт.: Phys. Letters B., 1990, v. 246, N 1-2, p.71-74.
Duality in W-algebras. Отт.: Intern. Math. Res. Notices, 1991, N 6, p.75-82.
Feingold A.J., Frenkel I.B., Ries J.F.X.
Fernandez R., Frohlich J., Sokal A.D.
Introduction to matrices and linear transformations.-San Francisco: W.H.Freeman & Co., 1960.-248 p.
Semiinfinite flags. I. Transversal slices. Отт.: 23 p.
Zastava spaces and the relative Grassmannians. Отт.: 9 p.
Star products and quantum groups. Deformations, closed star products and cyclic cohomology. Отт.: Intern. Centr Theoret. Phys., SMR.686/2, p. 1-17.
Instanton homology and Dehn surgery. Отт.
Instanton homology for knots. Отт.
Description of moduli space of projective structures via fat graphs. Отт.: Inst. Theoret. Phys. UUITP-2/93, p.1-17.
Fock V.V., Nekrasov N.A., Rosly A.A., Selivanov K.G.
What we think about the higher dimensional Chern-Simons theories.-M.: Inst. Theoret. Exper. Phys., 1991.- 8 p.
A simple proof of the unique C -globalization theorem for SL(2,R). Отт.: Centre Math. Ecole Poytechn., 1989, N D 0169, p.1-10.
On the construction of elliptic cohomology. Отт.: Math. Nachr., 1992, Bd. 158, S.43-65.
Franklin G.F., Powell J.D., Emami-Naeini A.
Frazier M., Jawerth B., Weiss G.
Locality and integration in topological field theory. Отт. p.1-15.
Freese R., Jezek,J., Nation J.B.
Affine Kac-Moody algebras at the critical level and quantum Drinfeld-Sokolov reduction.-Cambridge: Harward Univ, 1991.-36 p.
On vertex operator algebras. Отт.: 10 p.
W-algebras and Langlands-Drinfeld correspondence. Отт.: 15 p.
Dilogarithm identities, q-difference equations and the Virasoro algebra. Отт.: 8 p.
Simplex equations and their solutions. Commun. Math. Phys., 1991, v. 138, p. 259-271.
Frenkel I.B., Garland H., Zuckerman G.J.
Semi-infinite cohomology and string theory. Отт.: Proc. Nat. Acad. Sci. USA, 1986, v. 83, p. 8442-8446.
An introduction to the monster. Отт.: Unified string theories.-Singapore: World Scient., 1986.-p. 1-14.
Frenkel I.B., Lepowsky J., Meurman A.
A moonshine module for the monster. Отт.: Vertex operators in mathematical physics.-Berlin: Springer, 1984.-p.231-273.
A natural representation of the Fischer-Griess monster with the modular function J as character. Отт.: Proc. Nat. Acad. Sci USA, 1984, v. 81, p.3256-3260.
Vertex operator calculus. Отт.: Conf. on Math. Aspects of String Theories.-Singapore: World Scient., 1987.-p. 1-39.
Frenkel I.D., Lepowsky J., Meurman A.
An E_8-approach to F_1. Отт.: Contemp. Math., 1985, v. 45, p.99-119.
Frenod E., Raviart P.-A., Sonnendrucker E.
Freudenthal H., Vries H de.
Rational actions associated to the adjoint representation. Отт.: Ann. Scient. Ecole Norm. Super., 4e serie, 1987, t. 20, p. 215-226.
On elliptic differential equations with small parameter. Отт.: C.R. Vath. Rep. Acad. Sci. Canada, 1981, v. 3, N 4, p.209-214.
Frigerio R., Lafont J-F., Sisto A.
Fristedt B., Jain N., Krylov N.
Frohlich J., Grandjean O., Recknagel A.
Differentiable extensions of functions. В отт.
From probability to geometry. (II).
Relativistic symmetries. Отт.: High-energy physics and elementary particles.-Vienna: Int. Atom. Energy Agency, 1965.p. 665-678.
The theory of representations of non-compact Lie algebras. Отт.: Yigh-energy physics and elementary particles.-Vienna: Int. Atom. Energy Agency, 1965.p.585-624.
Fuchs J., Ray U., Schellekens B., Schweigert Ch.
Fuchs J., Ray U., Schweigert C.
Fuchs J., Schellekens A.N., Schweigert C.
Fuchs J., Schellekens B., Schweigert C.
Intersecting cycles of an algebraic variety. Отт.: Real and complex singularities, Proc. Nord. Summmer School/NAVF, Oslo, 1976, p.179-197.
Functional analysis: surveys and recent results.

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