Primary: 20D05

Secondary: 20D60, 46L05

compact group G such that ’(K) ⊆ K. (K is a compact subgroup of G). Then its properties is

studied, especially, whether the Gelfand pairs theorems, holds for ’-Gelfand pairs is characterized. Also some of the equivalent conditions for ’-Gelfand pairs is looked at, and representations of class one with respect to ’ is introduced

*H. Bagheri

Primary: 37B10

Secondary: 54H20, 37B40

*D. Ahmadi Dastjerdi and M. Shahamat

Primary: 20D06

Secondary: 20D60

Behnam Ebrahimzadeh* , Amir Ghaedi and Mohammad H. Fatehi

Primary: 43A07

Secondary: 46H25, 46M10

*Ebrahim Tamimi

Primary: 57N16

Secondary: 53C15, 53C25

Shahroud Azami*

29,000.00 تومانAdd to cart

Primary: 90c06

Secondary:

Asghar Darigh*, Ali Jamshidi

29,000.00 تومانAdd to cart

Primary: 62D05

Secondary: 62F07, 62F15

Mehdi Basikhasteh, Fazlollah Lak*and Mahmoud Afshari

49,000.00 تومانAdd to cart

Primary: 03E72

Secondary: 03E02, 03E99

*A. Pouhassani

29,000.00 تومانAdd to cart

Primary: 37B10

Secondary: 37B40; 54H20

Manouchehr Shahamat*, Dawoud Ahmadi Dastjerdi and Bozorg Panbehkar

29,000.00 تومانAdd to cart

Primary: 65F10

Secondary: 65F50, 65N22

29,000.00 تومانAdd to cart

Primary: 43A90

Secondary: 43A65, 43A99

*H. Bagheri, S.M.S. Modarres