@phdthesis{oai:tsukuba.repo.nii.ac.jp:00008366, author = {Sakai, Katsuro}, month = {}, note = {In this paper, we treat of an E-manifold pair (M, N) with N a Z-set in M where E is an infinite-dimensional locally convex linear metric space which is homeomorphic to Eω or E∈N. And we study the condition under which M can be embedded in E such that N is the topological boundary under the embedding (Anderson's Problem in [2]). Moreover we extend the results on topological stability and deficiency, the Homeomorphism Extension Theorem and the results in [18]., 1979}, school = {筑波大学, University of Tsukuba}, title = {Embeddings of infinite-dimensional manifold pairs and remarks on stability and deficiency}, year = {1979} }