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THEOFANIDIS, TH
Glasgow mathematical journal, 09/2016, Volume: 58, Issue: 3Journal Article
The aim of the present paper is the classification of real hypersurfaces M equipped with the condition Al = lA, l = R(.,...)..., restricted in a subspace of the tangent space T p M of M at a point p. This class is large and difficult to classify, therefore a second condition is imposed: (∇...l)X =...(X)...+...(X)lX, where...(X),...(X) are 1-forms. The last condition is studied for the first time and is much weaker than ∇...l = 0 which has been studied so far. The Jacobi Structure Operator satisfying this weaker condition can be called generalized...-parallel Jacobi Structure Operator.
