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D., Sertoz, Ali Sinan, Motives of some Fano varieties, Mathematische Zeitschrift, [Lewis1] Lewis, James. D.,Cyclinder Homomorphisms and CHOW groups, Math.Nachr. 160(1993) 13 References [Lewis2] Lewis, James. D., A Survey Of The Hodge Conjecture, Second Edition, Les Publications CRM, [Lewis3] Lewis, James. D., Transcendental Aspects of Algebraic Cycles, Three lectures on the Hodge conjecture, Cambridge University Press, 2001, pg: [Li-Oystaeyen] Li, Huishi., Oystaeyen, Freddy Van., A Primer of Algebraic Geometry, Marcel Dekker, INC., [Lor] Loring, W. Tu, An Introduction to Manifolds, Springer New York, [Mas] Massey, S.William, A Basic Course in Algebraic Topology, Springer, [Mas2] Massey, William S., Singular Homology Theory, Springer-Verlag, [Mum] Mumford, David, Algebraic Geometry I Complex Projective Varieties,Springer-Verlag, [Mur] Murre, Jacob P., Lectures on Motives, in Transcendental Aspects of Algebraic Cycles (Editors: S. Muller- Stach, C. Peters), London Math Soc. Lecture Note Series 313, Cambridge University Press, (2004) [SAG7] Groups De Monodromie En Geometrie Algebrique, Volume 2, Lecture Notes in Math. 340, Springer, Berlin, [Saito] Saito, H., Abelian varieties attached to cycles of intermediate dimension, Nagoya Math. J., 75 (1979) [Shi1] Shimada, Ichiro, On the cylinder homomorphisms of Fano complete intersections, J.
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