Corrigendum to “On multiplication (m,n)-hypermodules” [European J. Combin. 44 (2015) 153–171]

Corrigendum to "On multiplication (m, n)-hypermodules" [European J. Combin. 44(2015) 153-171]

1. In Definition 2.4, ‘‘(iv) {0} = g(r i−1 1 , 0, r n−1 i+1 , x)’’. 2. In Definition 2.5, ‘‘g(R(n−1),N) ∈ P (N)’’. 3. Page 5, line 1, ‘‘0 ∈ g(0, 1 R ,m) ⊆ g(R, 1 (n−2) R ,m)’’. 4. Page 6, line 4, ‘‘f (x1 ) = h(x m 1 ) = m i=1 xi = m i=1 xi =’’. 5. Page 7, Lemma 3.7 is not true (is removed) and XP(M) is not a subhypermodule ofM . Hence, we define the set XP(M) accompany with XP(M) and consider...

Corrigendum Corrigendum to “ Saturated simplicial complexes ” [ J . Combin

One of the main results in the paper of the title is potentially incorrect as stated. To correct the statement the notion of the link of a subcomplex in a simplicial complex is required, and this is more general than the usual definition of link. This new definition is given here and it is shown that it indeed gives the required theorem. The aim of the paper in the title is to provide a local c...

Corrigendum to "Preface, EuroComb '09" [European J. Combin. 33 (2012) 685-687]

The authors regret an error in the name of the president of University Bordeaux Iwithin the preface to previously published special issue EuroComb ’09. The correction is published below: The ceremony in the hall of the university was attended not only by many participants of the meeting but also by the students and facultymembers of University Bordeaux I including its president Prof. Dr. Alain ...

On Fuzzy Gamma Hypermodules

Let R be a Γ-hyperring and M be an Γ-hypermodule over R. We introduce and study fuzzy RΓ-hypermodules. Also, we associate a Γhypermodule to every fuzzy Γ-hypermodule and investigate its basic properties.

corrigendum to: hepatitis b virus genotyping among patients with cirrhosis [ published in jundishapur j microbiol. 2015 march; 8(3): e14571.]