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Spaces
edit- Banach, Hardy & Hilbert
edit- Banach space
- Approximation property
- Asplund space
- Aubin-Lions lemma
- Auerbach's lemma
- B-convex space
- BK-space
- Ba space
- Banach bundle (non-commutative geometry)
- Besov space
- Birnbaum–Orlicz space
- Bounded inverse theorem
- Browder–Minty theorem
- Bs space
- C space
- Clarkson's inequalities
- Continuous functions on a compact Hausdorff space
- Dunford–Pettis property
- Dvoretzky's theorem
- Eberlein–Šmulian theorem
- Ehrling's lemma
- Fréchet derivative
- Fredholm kernel
- Goldstine theorem
- Grothendieck space
- Hanner's inequalities
- Infinite-dimensional holomorphy
- Interpolation space
- List of Banach spaces
- Lorentz space
- Lp space
- Maharam's theorem
- Mazur's lemma
- Method of continuity
- Milman–Pettis theorem
- Modulus and characteristic of convexity
- Multipliers and centralizers (Banach spaces)
- Operator space
- Opial property
- Polynomially reflexive space
- Pseudo-monotone operator
- Quasi-derivative
- Quotient of subspace theorem
- Radonifying function
- Reflexive space
- Riesz–Thorin theorem
- Schauder basis
- Souček space
- Strongly measurable functions
- There is no infinite-dimensional Lebesgue measure
- Tsirelson space
- Uniformly convex space
- Aleksandrov–Clark measure
- Beurling–Lax theorem
- Corona theorem
- De Branges space
- H-infinity methods in control theory
- Hardy space
- Paley–Wiener theorem
- Progressive function
- Hilbert space
- Bessel's inequality
- Category of finite dimensional Hilbert spaces
- Céa's lemma
- Compact operator on Hilbert space
- Cotlar–Stein lemma
- Dixmier trace
- Energetic space
- Euler–Maclaurin formula
- Gleason's theorem
- Jacobi operator
- Kuiper's theorem
- Moment problem
- Morse–Palais lemma
- Positive definite kernel
- Projective Hilbert space
- Reproducing kernel Hilbert space
- Rigged Hilbert space
- Scattering theory
- Self-adjoint operator
- State space (physics)
- Tensor product of Hilbert spaces
- Weak convergence (Hilbert space)
- Wigner's theorem