Papers of School of Mathematics

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    161. R. Naghipour (Joint with D. Asadollahi),
    A new proof of Faltings' local-global principle for the finiteness of local cohomology modules,
    Archiv der Mathematik (to appear) [abstract]   
     
    162. S. A. Seyed Fakhari and S. Yassemi (Joint with N. Altafi and N. Nemati),
    Free resolution of powers of monomial ideals and Golod rings,
    Math. Scand. (to appear) [abstract]   
     
    163. M. Pourmahdian and N. Roshandel Tavana (Joint with S. M. A. Khatami),
    From rational Godel logic to ultrametric logic,
    J. Logic Comput. (to appear) [abstract]   
     
    164. M. Heidari (Joint with O. Mashinchian, et. al.),
    Cell-imprinted substrates act as an artificial niche for skin regeneration,
    ACS Appl. Mater. Interfaces (to appear) [abstract]   
     
    165. M. Fakhar (Joint with Q. Hasan Ansari and S. Eshraghinezhad),
    Ekeland's variational principle for set-valued maps with applications to vector optimization in uniform spaces,
    Taiwanese J. Math. (to appear) [abstract]   
     
    166. M. Soleimani-damaneh (Joint with H. Mirzaee),
    Derivatives of set-valued maps and gap functions for vector equilibrum problems,
    Set-Valued Var. Anal (to appear) [abstract]   
     
    167. M . Soleimani-damaneh (Joint with E. Kiyani),
    Approximate proper efficiency on real linear vector spaces,
    Pacific J. Optim. (to appear) [abstract]   
     
    168. M. Jafari Khaledi 9Joint with F. Rivaz),
    Monte Carlo approximation of likelihood function in spatial GLMMs through an emperical Bayes method,
    Communications in Statistics - Simulation and Computation (to appear) [abstract]   
     
    169. D. Kiani (Joint with M. Mollahajiaghaei),
    On the addition of units and non-units in finite commutative rings,
    Rocky Mountain J. Math. (to appear) [abstract]   
     
    170. Behr. Khosravi (Joint with A. Mahmoudifar),
    Characterization of finite simple group Ap+3 by its oder and degree pattern,
    Publ. Math. Debrecen (to appear) [abstract]   
     

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