S MTK 1106608 Bibliography
DAFTAR PUSTAKA
Adkins, W.A. dan Weintraub, S.H. (1992). Algebra: An approach via module theory. New
York: Springer.
Allan, G.R. (2011). Introduction to Banach spaces and algebras. New York: Cambridge
University Press, Inc.
Binmore, K.G. (1981). The foundations of analysis: A straightforward introduction book 2:
Topological ideas. Cambridge: Cambridge University Press, Inc.
Conway, J.B. (1990). A course in functional analysis: 2nd ed. New York: Springer.
Hungerford, T.W. (1974). Algebra. New York: Springer.
Keating, M.E. (1998). A first course in module theory. London: Imperial Collehe Press.
Kreyzig, Erwin. (1978). Introductory functional analysis with applications. New York: John
Wiley & Sons, Inc.
Lance, E.C. (1995). Hilbert C*-modules: A toolkit for operator algebraist. Cambridge:
Cambridge University Press, Inc.
MacCluer, B.D. (2009). Elementary functional analysis. New York: Springer.
Manuilov, V.M. dan Troitsky, E.V. (2005). Hilbert C*-modules. Rhode Island: American
Mathematical Society.
Murphy, G.J. (1990). C*-algebras and operator theory. San Diego: Academic Press, Inc.
Raeburn, Iain dan Williams, D.P. (1998). Morita equivalence and continuous-trace C*algebras. Rhode Island: American Mathematical Society.
Tsui, Sze-Kai. (1997). Hilbert C*-modules: A useful tool. Taiwanese Journal of
Mathematics, 1 (2), hlm. 111-126.
Wegge-Olsen, N.E. (1993). K-theory and C*-algebras: A friendly approach. New York:
Oxford University Press, Inc.
Raden Muhammad Hadi , 2015
Bimodul-C* Hilbert
Universitas Pendidikan Indonesia | repository.upi.edu | perpustakaan.upi.edu
Adkins, W.A. dan Weintraub, S.H. (1992). Algebra: An approach via module theory. New
York: Springer.
Allan, G.R. (2011). Introduction to Banach spaces and algebras. New York: Cambridge
University Press, Inc.
Binmore, K.G. (1981). The foundations of analysis: A straightforward introduction book 2:
Topological ideas. Cambridge: Cambridge University Press, Inc.
Conway, J.B. (1990). A course in functional analysis: 2nd ed. New York: Springer.
Hungerford, T.W. (1974). Algebra. New York: Springer.
Keating, M.E. (1998). A first course in module theory. London: Imperial Collehe Press.
Kreyzig, Erwin. (1978). Introductory functional analysis with applications. New York: John
Wiley & Sons, Inc.
Lance, E.C. (1995). Hilbert C*-modules: A toolkit for operator algebraist. Cambridge:
Cambridge University Press, Inc.
MacCluer, B.D. (2009). Elementary functional analysis. New York: Springer.
Manuilov, V.M. dan Troitsky, E.V. (2005). Hilbert C*-modules. Rhode Island: American
Mathematical Society.
Murphy, G.J. (1990). C*-algebras and operator theory. San Diego: Academic Press, Inc.
Raeburn, Iain dan Williams, D.P. (1998). Morita equivalence and continuous-trace C*algebras. Rhode Island: American Mathematical Society.
Tsui, Sze-Kai. (1997). Hilbert C*-modules: A useful tool. Taiwanese Journal of
Mathematics, 1 (2), hlm. 111-126.
Wegge-Olsen, N.E. (1993). K-theory and C*-algebras: A friendly approach. New York:
Oxford University Press, Inc.
Raden Muhammad Hadi , 2015
Bimodul-C* Hilbert
Universitas Pendidikan Indonesia | repository.upi.edu | perpustakaan.upi.edu