Search

Search results for

We found 4 results for you
  1. Fischer-Clifford Matrices of the Non-Split Group Extension 2<sup>6</sup>˙<em>U</em>
               <sub>4</sub>(2)

    Fischer-Clifford Matrices of the Non-Split Group Extension 26˙U 4(2)

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: Faryad Ali Jamshid Moori
    The Harada-Norton group HN is a sporadic simple group of order 273030912000000 equal to 214 × 36 × 56 × 7 × 11 × 19. It has 14 conjugacy classes of maximal subgroups and in the present paper we construct...
  2. On the Ranks of Janko Groups <em>J</em>
               <sub>1</sub>, <em>J</em>
               <sub>2</sub>, <em>J</em>
               <sub>3</sub> and <em>J</em>
               <sub>4</sub>

    On the Ranks of Janko Groups J 1, J 2, J 3 and J 4

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: Faryad Ali Jamshid Moori
    If G is a finite group and X a conjugacy class of elements of G, then we define rank(G : X) to be the minimum number of elements of X generating G. In the present paper we study the rank(Ji...
  3. Papillary thyroid cancer: sporadic or inherited?

    Papillary thyroid cancer: sporadic or inherited?

    Item type: Journal Article • Journal: Journal of Endocrinology, Metabolism and Diabetes of South Africa • Authors: S Mogili --- Resident Department of Internal Medicine, K Rajamani --- Endocrinology and Diabetes Center,
    Background: Papillary thyroid cancer (PTC) is one of the most common thyroid malignancies, with an increase in incidence rates over the past few decades. Although the exact cause of thyroid cancer in most patients is still unclear, the possibility of...
  4. On the ranks of <em>Fi</em><sub>22</sub>

    On the ranks of Fi22

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: Faryad Ali --- Department of Mathematics, Saudi Arabia
    If G is a finite group and X a conjugacy class of elements of G, then we define rank(G:X) to be the minimum number of elements of X generating G. Moori investigated rank(Fi22:X), where X is a conjugacy class of...