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  1. C. T. C. Wall. Charles Terence Clegg " Terry " Wall (born 14 December 1936) is a British mathematician, educated at Marlborough and Trinity College, Cambridge. He is an emeritus professor of the University of Liverpool, where he was first appointed professor in 1965.

  2. Charles Terence Clegg „Terry“ Wall (* 14. Dezember 1936 in Bristol) ist ein englischer Mathematiker, der sich mit Topologie beschäftigt. Inhaltsverzeichnis. 1 Leben. 2 Schriften. 3 Literatur. 4 Weblinks. Leben.

  3. 'This monograph by the famous topologist C. T. C. Wall is based on his mimeographed notes from the 1960s. These notes are amended and supplemented with some new material, but they retain the spirit of the time when dfferential topology was still new and there were no books on the subject. This makes for a comprehensive yet highly readable introduction to the subject which has the right balance ...

  4. C. T. C. Wall1spent the rst half of his career, roughly from 1959 to 1977, working in topology and related areas of algebra. In this period, he produced more than 90 research papers and two books, covering. cobordism groups, the Steenrod algebra, homological algebra, manifolds of dimensions 3, 4, 5, quadratic forms, niteness obstructions,

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  5. DIFFERENTIAL TOPOLOGY by C. T.C. Wall Introduction These notes are based on a seminar held in Cambridge 1960-61. In writing up, it has seemed desirable to elaborate the roundations considerably beyond the point rrom which the lectures started, and the notes have expanded accordingly; this is only the rirst set.

  6. C. T. C. Wall's 42 research works with 634 citations and 1,038 reads, including: On the Structure of Finite Groups with Periodic Cohomology

  7. 38 the main theorem Theorem 3.3Let X be a simple Poincar e pair, withdimjXj>6,suchthat inclusion induces an isomorphism ˇ(Xfg)!ˇ(Xf1g). Then given a bundle over X, a compact manifold pair M,amap˚:M!Xof degree1, and a stable framing of ˝jMj˚ , we can perform surgery to make ˚a simple homotopy equivalence of pairs.