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A Perturbative Approach for the Solution of Sturm-Liouville Problems
Some Triple Generations of the Lyons Sporadic Simple Group Ly
. If G is a finite group and lX, mY, nZ are conjugacy classes of elements of G, then G is said to be (l,m,n)-generated if 
with o(x) = l, o(y) = m and o(xy) = n. The number of distinct ordered pairs (x,y) satisfying 
such that xy = z, where 
is an arbitrary class representative, is denoted by ζG(lX,mY,nZ) and is known as the structure constant of the group algebra 
. The structure constants can be computed from the ordinary character table of G. We shall use the method of the structure constants to determine such generation and/or nongeneration. Thus the object in this paper is to study some of the triple generations of Ly which will thus pave the way towards the study of various combinations of three, four, five etc elements from distinct conjugacy classes which can generate Ly and lead to the ultimate determination of the maximum number of elements of Ly from distinct conjugacy classes of its elements which can generate Ly.