Archives of Current Research International https://journalacri.com/index.php/ACRI <p style="text-align: justify;"><strong>Archives of Current Research International (ISSN: 2454-7077)</strong> aims to publish high-quality papers (<a href="/index.php/ACRI/general-guideline-for-authors">Click here for Types of paper</a>) in all areas of ‘research’. By not excluding papers on the basis of subject area, this journal facilitates the research and wishes to publish papers as long as they are technically correct and scientifically motivated.</p> SCIENCEDOMAIN international en-US Archives of Current Research International 2454-7077 To Be Or Not To Be? What Makes a Child Dyslexic: An Overview on Risk Factors and Correlated Clinical Aspects https://journalacri.com/index.php/ACRI/article/view/30198 <p>Developmental dyslexia, one of the most common neuro-developmental disorders, is frequently under-diagnosed or diagnosed late. Despite there is consensus on the neurobiological and genetic basis and on the environmental influence, the multi-faceted aspects of dyslexia and the complexity of its phenotypic expression hinder the identification of the risk factors. Indeed, determining risk factors and understanding how they predispose to the reading disability is important for an early diagnosis and a satisfactory rehabilitative outcome. The aim of this paper is therefore to provide an overview on the genetic, biochemical, anatomical and environmental variables involved in the pathogenesis of developmental dyslexia, and on the visual-perceptual aspects that characterize children who struggle to read.</p> Claudio Rosa Carlo Aleci ##submission.copyrightStatement## 2020-09-07 2020-09-07 1 11 10.9734/acri/2020/v20i630198 Properties of Generalized 6-primes Numbers https://journalacri.com/index.php/ACRI/article/view/30199 <p><span class="fontstyle0">In this paper, we introduce the generalized 6-primes sequence and we deal with, in detail, three special cases which we call them 6-primes, Lucas 6-primes and modified 6-primes sequences.&nbsp;We present Binet’s formulas, generating functions, Simson formulas, and the summation formulas&nbsp;for these sequences. Moreover, we give some identities and matrices related with these sequences.</span> </p> Yüksel Soykan ##submission.copyrightStatement## 2020-09-09 2020-09-09 12 30 10.9734/acri/2020/v20i630199