DOIAbstract
AbstractA new relation between extended Skolem sequences (i.e., Skolem sequences with one zero element) and additive permutations is presented
AbstractA new relation between extended Skolem sequences (i.e., Skolem sequences with one zero element) and additive permutations is presented
The Skolem Problem asks to decide whether a given integer linear recurrence sequence (LRS) has a zer...
sequence is studied completely in the first paragraph both Smarandache square-digital partial-digita...
The celebrated Skolem-Mahler-Lech Theorem states that the set of zeros of a linear recurrence sequen...
AbstractA new relation between extended Skolem sequences (i.e., Skolem sequences with one zero eleme...
Cavenagh and Wanless recently proved that, for sufficiently large odd n, the number of transversals ...
For each n ≥ 1and1≤j ≤ n we show the existence of an extended Skolem sequence of order n starting wi...
AbstractA Skolem sequence is a sequence s1,s2,…,s2n (where si∈A={1,…,n}), each si occurs exactly twi...
AbstractA hooked k-extended Skolem sequence of order n is a sequence s1s2…s2n+2 in which sk = s2n+1 ...
Pseudo-Skolem sequences, which are similar to Skolem-type sequences in their structure and applicati...
AbstractA Skolem sequence is a sequence a1,a2,…,a2n (where ai∈A={1,…,n}), each ai occurs exactly twi...
Let m,n be two positive integers, m ≤ n. An m-near-Skolem sequence of order n and defect m is a sequ...
AbstractWe explore the relations between Langford (2,m,3m)-sequences on the one hand and complete an...
http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAM...
AbstractLet X1 be the m-vector (−r,−r+1,…,−1,0,1,…,r−1,r), m=2r+1, and X2,…,Xn be permutations of X1...
It is a longstanding open problem whether there is an algorithm to decide the Skolem Problem for lin...
The Skolem Problem asks to decide whether a given integer linear recurrence sequence (LRS) has a zer...
sequence is studied completely in the first paragraph both Smarandache square-digital partial-digita...
The celebrated Skolem-Mahler-Lech Theorem states that the set of zeros of a linear recurrence sequen...
AbstractA new relation between extended Skolem sequences (i.e., Skolem sequences with one zero eleme...
Cavenagh and Wanless recently proved that, for sufficiently large odd n, the number of transversals ...
For each n ≥ 1and1≤j ≤ n we show the existence of an extended Skolem sequence of order n starting wi...
AbstractA Skolem sequence is a sequence s1,s2,…,s2n (where si∈A={1,…,n}), each si occurs exactly twi...
AbstractA hooked k-extended Skolem sequence of order n is a sequence s1s2…s2n+2 in which sk = s2n+1 ...
Pseudo-Skolem sequences, which are similar to Skolem-type sequences in their structure and applicati...
AbstractA Skolem sequence is a sequence a1,a2,…,a2n (where ai∈A={1,…,n}), each ai occurs exactly twi...
Let m,n be two positive integers, m ≤ n. An m-near-Skolem sequence of order n and defect m is a sequ...
AbstractWe explore the relations between Langford (2,m,3m)-sequences on the one hand and complete an...
http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAM...
AbstractLet X1 be the m-vector (−r,−r+1,…,−1,0,1,…,r−1,r), m=2r+1, and X2,…,Xn be permutations of X1...
It is a longstanding open problem whether there is an algorithm to decide the Skolem Problem for lin...
The Skolem Problem asks to decide whether a given integer linear recurrence sequence (LRS) has a zer...
sequence is studied completely in the first paragraph both Smarandache square-digital partial-digita...
The celebrated Skolem-Mahler-Lech Theorem states that the set of zeros of a linear recurrence sequen...
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