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	1.	No cover image available On p-adic compact operators W. H. Schikhof by Schikhof, W. H Series: Report. 8911 Publication details: Nijmegen Dep. of mathematics catholic university 1989 Availability: Items available for loan: IMAR (1)Call number: II 32736. Place hold Add to cart (remove)
	2.	No cover image available An approach to p-Adic almost periodicity by meats of compactoids W.H. Schikhof by Schikhof, W.H Series: Report. 8809 Publication details: Nijmegen Departament of Mathematics Catholic University 1988 Availability: Items available for loan: IMAR (1)Call number: II 31174. Place hold Add to cart (remove)
	3.	No cover image available p-Adic Local Compactoids W. H. Schikhof by Schikhof, W. H Series: Report. 8802 Publication details: Nijemegen Departament of Mathematics Catholic University 1988 Availability: Items available for loan: IMAR (1)Call number: II 31167. Place hold Add to cart (remove)
	4.	No cover image available A connection Between p-Adic Banach spaces and locally convex compactoids W. H. Schikhof by Schikhof, W. H Series: Report. 8736 Publication details: Nijemegen Departament of Mathematics Catholic University 1987 Availability: Items available for loan: IMAR (1)Call number: II 31162. Place hold Add to cart (remove)
	5.	No cover image available Weak c-compactness in p-adic Banach spaces W.H.Schikhof by Schikhof, W.H Series: Report. 8648 Publication details: Nijmegen Departament of mathematics catholic university 1986 Availability: Items available for loan: IMAR (1)Call number: II 29794. Place hold Add to cart (remove)
	6.	No cover image available A complementary variant of c-compactness in p-adic functional analysis W.H.Schikhof by Schikhof, W.H Series: Report. 8647 Publication details: Nijmegen Departament of mathematics catholic university 1986 Availability: Items available for loan: IMAR (1)Call number: II 29793. Place hold Add to cart (remove)
	7.	No cover image available The closed convex hull of a compact set in a non-atchimedean locally convex space W.H.Schikhof by Schikhof, W.H Series: Report. 8646 Publication details: Nijmegen Departament of mathematics catholic university 1986 Availability: Items available for loan: IMAR (1)Call number: II 29792. Place hold Add to cart (remove)
	8.	No cover image available On weakly precompact sets in non-archimedean Banach spaces W.H.Schikhof by Schikhof, W.H Series: Report. 8645 Publication details: Nijmegen Departament of mathematics catholic university 1986 Availability: Items available for loan: IMAR (1)Call number: II 29791. Place hold Add to cart (remove)
	9.	No cover image available Topological stability of p-adic compactoids under continuous injections W.H.Schikhof by Schikhof, W.H Series: Report. 8644 Publication details: Nijmegen Departament of mathematics catholic university 1986 Availability: Items available for loan: IMAR (1)Call number: II 29790. Place hold Add to cart (remove)
	10.	No cover image available p-Adic trigonometric polynomials W. H. Schikhof by Schikhof, W. H Series: Report. 8727 Publication details: Nijmegen Departament of mathematics catholic university 1987 Availability: Items available for loan: IMAR (1)Call number: II 30295. Place hold Add to cart (remove)
	11.	No cover image available Epsilon stability of p-adic characters W. H. Schikhof by Schikhof, W. H Series: Report. 8726 Publication details: Nijmegen Departament of mathematics catholic university 1987 Availability: Items available for loan: IMAR (1)Call number: II 30294. Place hold Add to cart (remove)
	12.	No cover image available Finite dimensional ultrametric convexity W.H. Schikhof by Schikhof, W.H Series: Report. 8538 Publication details: Nijmegen Departament of mathematics Catholic Uniyersity 1985 Availability: Items available for loan: IMAR (1)Call number: II 28158. Place hold Add to cart (remove)
	13.	No cover image available Non- archimedean monotone function W. H. Schikhof by Schikhof, W. H Series: Report. 7916 Publication details: Nijmegen Mathematisch Institut Katholike Universiteit 1979 Availability: Items available for loan: IMAR (1)Call number: II 20969. Place hold Add to cart (remove)

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