24

MARTIN ARKOWITZ AND GREGORY LUPTON

(D-Z]

Dror, E. and Zabrodsky, A., Umpotency and Nilpotency in Homotopy Equiva-

lences, Topology, 18 (1979), 187-197.

[G-H]

Glover, H. and Homer, W., Self-Maps of Flag Manifolds, Trans. Amer. Math.

Soc., 267 (1981), 423-434.

[G-H-V]

Greub, W., Halperin, S. and Vanstone, R., Connections, Curvature and Ho-

mology, Vol.III, Academic Press.

[G-M]

Griffiths, P. and Morgan, J., Rational Homotopy Theory and Differential Fo-

rms, Progress in Math. Vol. 15 (1981), Birkhauser.

[Ha]

Halperin, S., Spaces Whose Rational Homology and De Rham Homotopy Are

Both Finite Dimensional, Asterisque, 113-114 (1984), 198-205.

(H-S]

Halperin, S. and Stasheff, J., Obstructions to Homotopy Equivalences, Adv.

Math., 32 (1979), 233-279.

[H-T]

Halperin, S. and Thomas, J.-C., Rational Equivalence of Fibrations With Fibre

G/ K, Can.

J.

of Math., 34 (1982), 31-43.

[H-M-R]

Hilton, P., Mislin, G. and Roitberg,

J.,

Localization of Nilpotent Groups and

Spaces, Notas de Matematica, 15 (1975), North Holland.

[Ho]

Hoffman, M., Endomorphisms of the Cohomology of Complex Grassmannians,

Trans. Amer. Math. Soc., 281 (1984), 745-760.

[Mat]

Maruyama. K.-I., Localization of a Certain Subgroup of Self-Homotopy Equiv-

alences, Pacific J. of Math., 136 (1989), 293-301.

(Ma2

]

Maruyama. K.-I., Localization of Self-Homotopy Equivalences Inducing the

Identity on Homology, Math. Proc. Camb. Phil. Soc., 108 (1990), 291-297.

(Ma3]

Maruyama. K.-I., Finiteness Properties of Self-Equivalence Groups of Rational

Co-H-Spaces, Man. Math., 76 (1992), 33-43.

[N-S]

Notbohm,

D.

and Smith, L., Rational Homotopy of the Space of Homotopy

Equivalences of a Flag Manifold, Proceedings of the Barcelona Algebraic Topol-

ogy Conference (1990), Springer LNM Vol. 1509, 301-312.

[Ok]

Oka, S.,

On the Group of Self-Homotopy Equivalences of H-Spaces of Low

Rank, I, II, Mem. of Fac. Sci. Kyushu Univ. Series A Math, 35 (1981),

247-282, 307-323.

[Pat]

Papadima, S., The Cellular Structure of Formal Homotopy Types,

J.

of Pure

and Appl. Alg.,

35

(1985), 171-184.

MARTIN ARKOWITZ AND GREGORY LUPTON

(D-Z]

Dror, E. and Zabrodsky, A., Umpotency and Nilpotency in Homotopy Equiva-

lences, Topology, 18 (1979), 187-197.

[G-H]

Glover, H. and Homer, W., Self-Maps of Flag Manifolds, Trans. Amer. Math.

Soc., 267 (1981), 423-434.

[G-H-V]

Greub, W., Halperin, S. and Vanstone, R., Connections, Curvature and Ho-

mology, Vol.III, Academic Press.

[G-M]

Griffiths, P. and Morgan, J., Rational Homotopy Theory and Differential Fo-

rms, Progress in Math. Vol. 15 (1981), Birkhauser.

[Ha]

Halperin, S., Spaces Whose Rational Homology and De Rham Homotopy Are

Both Finite Dimensional, Asterisque, 113-114 (1984), 198-205.

(H-S]

Halperin, S. and Stasheff, J., Obstructions to Homotopy Equivalences, Adv.

Math., 32 (1979), 233-279.

[H-T]

Halperin, S. and Thomas, J.-C., Rational Equivalence of Fibrations With Fibre

G/ K, Can.

J.

of Math., 34 (1982), 31-43.

[H-M-R]

Hilton, P., Mislin, G. and Roitberg,

J.,

Localization of Nilpotent Groups and

Spaces, Notas de Matematica, 15 (1975), North Holland.

[Ho]

Hoffman, M., Endomorphisms of the Cohomology of Complex Grassmannians,

Trans. Amer. Math. Soc., 281 (1984), 745-760.

[Mat]

Maruyama. K.-I., Localization of a Certain Subgroup of Self-Homotopy Equiv-

alences, Pacific J. of Math., 136 (1989), 293-301.

(Ma2

]

Maruyama. K.-I., Localization of Self-Homotopy Equivalences Inducing the

Identity on Homology, Math. Proc. Camb. Phil. Soc., 108 (1990), 291-297.

(Ma3]

Maruyama. K.-I., Finiteness Properties of Self-Equivalence Groups of Rational

Co-H-Spaces, Man. Math., 76 (1992), 33-43.

[N-S]

Notbohm,

D.

and Smith, L., Rational Homotopy of the Space of Homotopy

Equivalences of a Flag Manifold, Proceedings of the Barcelona Algebraic Topol-

ogy Conference (1990), Springer LNM Vol. 1509, 301-312.

[Ok]

Oka, S.,

On the Group of Self-Homotopy Equivalences of H-Spaces of Low

Rank, I, II, Mem. of Fac. Sci. Kyushu Univ. Series A Math, 35 (1981),

247-282, 307-323.

[Pat]

Papadima, S., The Cellular Structure of Formal Homotopy Types,

J.

of Pure

and Appl. Alg.,

35

(1985), 171-184.