User:Aniruddha22Paranjpye/Books/Banach Algebra

Banach Algebra

 * Banach algebra
 * Abstract index group
 * Amenable Banach algebra
 * Approximate identity
 * Banach *-algebra
 * Banach function algebra
 * Corona theorem
 * Disk algebra
 * Gelfand–Mazur theorem
 * Noncommutative topology
 * Shilov boundary
 * Uniform algebra
 * Wiener algebra
 * Von Neumann algebra
 * Finite dimensional von Neumann algebra
 * Abelian von Neumann algebra
 * Affiliated operator
 * Approximately finite-dimensional
 * Baer ring
 * Central carrier
 * Commutation theorem
 * Connes embedding problem
 * Crossed product
 * Direct integral
 * Dixmier trace
 * Hilbert algebra
 * Hyperfinite type II factor
 * Kaplansky density theorem
 * Octacube (mathematics)
 * Schröder–Bernstein theorems for operator algebras
 * Subfactor
 * Temperley–Lieb algebra
 * Tomita–Takesaki theory
 * Ultrastrong topology
 * Ultraweak topology
 * Von Neumann bicommutant theorem
 * C*-algebra
 * Cuntz algebra
 * Hereditary C*-subalgebra
 * Multiplier algebra
 * Approximately finite dimensional C*-algebra
 * Baum–Connes conjecture
 * Calkin algebra
 * Compact quantum group
 * Dirichlet algebra
 * Enveloping von Neumann algebra
 * Hilbert C*-module
 * Locally compact quantum group
 * Naimark's problem
 * Nuclear C*-algebra
 * Partial isometry
 * Projectionless algebra
 * Russo–Dye theorem
 * Spectrum of a C*-algebra
 * Toeplitz algebra
 * Uniformly hyperfinite algebra
 * Unital map
 * Universal C*-algebra
 * Wold decomposition
 * †-algebra
 * Spectral theorem
 * Spectral theory
 * Almost Mathieu operator
 * Bauer–Fike theorem
 * Decomposition of spectrum (functional analysis)
 * Dirac spectrum
 * Dirichlet eigenvalue
 * Discrete spectrum
 * Essential spectrum
 * Hearing the shape of a drum
 * Heat kernel
 * Isospectral
 * Lax pair
 * Numerical range
 * Polyakov formula
 * Projection-valued measure
 * Ramanujan graph
 * Rigged Hilbert space
 * Schur–Horn theorem
 * Selberg zeta function
 * Spectral abscissa
 * Spectral graph theory
 * Spectral asymmetry
 * Spectral gap
 * Spectral geometry
 * Spectral radius
 * Spectral theory of compact operators
 * Spectral theory of ordinary differential equations
 * Spectrum (functional analysis)
 * Sturm–Liouville theory
 * Transfer operator