Bibliography
- Aronszajn, Nachman and Gagliardo, Emilio, Interpolation spaces and interpolation methods.
- Baudoin, F., Diffusion Processes and Stochastic Calculus.
- Bogachev, Vladimir I. and Smolyanov, Oleg G., Topological Vector Spaces and Their Applications.
- Bourbaki, Nicolas, General topology: chapters 1--4.
- Brezis, H., Functional Analysis, Sobolev Spaces and Partial Differential Equations.
- Brudnyi, Yu A and Krugljak, N Ya, Interpolation functors and interpolation spaces.
- Cartan, H., Differential Calculus.
- Chavel, I. and Randol, B. and Dodziuk, J., Eigenvalues in Riemannian Geometry.
- Conway, J.B., Functions of One Complex Variable I.
- Evans, L.C., Partial Differential Equations.
- Folland, G.B., Real Analysis: Modern Techniques and Their Applications.
- Folland, G.B., A Course in Abstract Harmonic Analysis.
- Hensgen, Wolfgang, A simple proof of Singer’s representation theorem.
- Lang, S., Real and Functional Analysis.
- Laurent W. Marcoux, An Introduction to Banach Algebras and Operator Algebras.
- Pietsch, Albrecht, History of Banach spaces and linear operators.
- Schaefer, H.H. and Wolff, M.P.H., Topological Vector Spaces.
- Takesaki, M., Theory of Operator Algebras I.
- Taylor, M.E., Partial Differential Equations: Basic Theory.
- Zhu, K., An Introduction to Operator Algebras.