[F] Asymptotic Structure and the Geometry of Infinite Dimentional 
[5], [7], [9], [18], [19], [26], [27], [30], [31], [38], [40], [47], [93], [104], [105], [106], [115], [129], Some crucial papers: 

[26]  1970, (see also
details in [27]); the theory of sequences is
developed, which copies R.James theory of bases; as a byproduct
the only known till recently "positive" fact on the linear
structure of infinite dim. subspaces is proved. It is mostly
known now as "Johnson Rosenthal theorem", as in my proof one
lemma was wrongly stated, although easily correctable. I was
still in Russia that time, and strangely for me, this correction
took a lot of effords from my western collegues. My way of
correction, distributed privetly later between experts was straightforward and takes a half of a page. The formulation of this fact was not rediscovered independently, but (it is written) taken from my paper. 

[27]  1970  
[31]  1971  
[47]  1979, joint with Sharir; it actually forsees the asymptotic structural theory of Infinite Dim. Spaces, as it was later developed in the middle of 90th.  
[104]  1993, joint with TomczakJaegermann; the theory of asymptotic spaces and asymptotic structure is developed, and then continued in [105], 1995, jointly with Maurey and TomczakJaegermann.  
[106]  1996, this survey presents my view on the breackthrough development of the 90th in the structural theory of inf. dim. spaces and its connection with understanding of Infinite dim. Geometry developed in the end of 60th and 70th.  