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Functional Analysis II

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FUNCTION THEORY II

 

Contents

 

*Alpha function

*Beta functions : Beta Exponential Function, Legendre beta function, Dirchlet Beta function

*Gamma function

*Delta function : Dirac's delta function, Kronecker delta, Delta-sequence

*Epsilon- function or E-function

*Eta functions: Dirichlet eta, Dedekind eta function

*Theta function: Riemann theta, Jacobi theta, Ramanujan Theta Function, Mock theta function, Siegel Theta Function, Neville theta function

*Kappa Function

*Lambda functions: Jahnke lambda function, Carmichael lambda function, Dirichlet Lambda Function, Elliptic lambda function, Liouville Lambda Function, Mangoldt Function

*Mu functions: two-argument -function, Möbius function

*Nu function

*Xi function

*Pi function

*Sigma function: Weierstrass Sigma Function

*Tau-function: Ramanujan's tau function, Tau Dirichlet Series,Tau Conjecture

*Phi function: Ramanujan's phi function, Totient phi  Function

*Chi function: Legendre's Chi-Function 

*Psi function or Ramanujan Psi Sum

*Zeta functions, part 1part 2: Riemann zeta function, Jacobi Zeta Function, Riemann-Siegel formula, Hurwitz Zeta Function, Weierstrass Zeta Function

 

 

 

 

 

 

 

 

Last Updated on Tuesday, 26 October 2010 08:35