Abstract
Short Retraction Notice The paper does not meet the standards of Advances in Linear Algebra & Matrix Theory. This article has been retracted to straighten the academic record. In making this decision the Editorial Board follows COPE's Retraction Guidelines. The aim is to promote the circulation of scientific research by offering an ideal research publication platform with due consideration of internationally accepted standards on publication ethics. The Editorial Board would like to extend its sincere apologies for any inconvenience this retraction may have caused. Editor guiding this retraction: Prof. Mubariz Garayev and Prof. Qingwen Wang (EiC of ALAMT) Please see the article page for more details. The full retraction notice in PDF is preceding the original paper which is marked RETRACTED.
Highlights
Rthis triangle is the sum of the two numbers directly above it
We provide a method of generating the numbers in the Pascal’s triangle by using the matrices [5]
D FinallyR Moreover A3 = 20 since the (ε ,3) -perturbations of A are a+ε b+ε c+ε a+ε b+ε c a+ε b+ε c a+ε b+ε c a+ε b c+ε a+ε b c+ε Moreover also A4 = 15 since the (ε , 4) -perturbations of A are a+ε b+ε c+ε a+ε b+ε c+ε a+ε b+ε c+ε a+ε b+ε c a+ε b+ε c a+ε b+ε c ∑ Ai =1+ 6 +15 + 20 +15 + 6 +1 =64 =26
Summary
Copyright infringement Other legal concern: Editorial reasons Handling error. Results of publication (only one response allowed): are still valid. Author's conduct (only one response allowed): honest error academic misconduct X none (not applicable in this case – e.g. in case of editorial reasons). History Expression of Concern: yes, date: yyyy-mm-dd no Correction: yes, date: yyyy-mm-dd no Comment: The paper does not meet the standards of "Advances in Linear Algebra & Matrix Theory". This article has been retracted to straighten the academic record In making this decision the Editorial Board follows COPE's Retraction Guidelines. The Editorial Board would like to extend its sincere apologies for any inconvenience this retraction may have caused. Advances in Linear Algebra & Matrix Theory, 2017, 7, 79-83 http://www.scirp.org/journal/alamt ISSN Online: 2165-3348 ISSN Print: 2165-333X
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