 IDEALS Home
 →
 Browse by Subject
Browse by Subject "Mathematics"
Now showing items 104123 of 742

(1995)The Banach envelope of $weakL\sp1$ (denoted $wL\sb{\1})$ is a sort of universal Banach space for separable Banach spaces. In this paper, we can see the complemented Banach subspaces of $wL\sb{\1}.$ In particular, the space ...
application/pdf
PDF (2Mb) 
application/pdf
PDF (3Mb) 
application/pdf
PDF (2Mb) 
(1990)We derive upper and lower bounds on the computational complexity of prefix classes of several logical theories. The general method for obtaining lower bounds on the complexity of logical theories developed by Compton and ...
application/pdf
PDF (4Mb) 
(1990)The relative power of several computational models is considered. These models are the Turing machine and its multidimensional variant, the random access machine (RAM), the tree machine, and the pointer machine. The basic ...
application/pdf
PDF (3Mb) 
(1960)
application/pdf
PDF (3Mb) 
application/pdf
PDF (2Mb) 
application/pdf
PDF (2Mb) 
application/pdf
PDF (3Mb) 
application/pdf
PDF (3Mb) 
application/pdf
PDF (2Mb) 
application/pdf
PDF (2Mb) 
application/pdf
PDF (3Mb) 
(1995)Various topics related to the work of Ramanujan are discussed in this thesis. In Chapter 2, we give a new proof of Ramanujan's famous partition identity modulo 5 (see (1.1)). This proof is an improvement of W. N. Bailey's ...
application/pdf
PDF (3Mb) 
application/pdf
PDF (3Mb) 
application/pdf
PDF (2Mb) 
(1984)We consider the problem (DELTA)('2)(w(x,y)) = 0, w((+OR)1,y) = w(,x)((+OR)1,y) = 0 with boundary conditions w(,xx)(x,0) = f(x) w(,yy)(x,0) = g(x) on the semiinfinite strip 1 (LESSTHEQ) x (LESSTHEQ) 1, 0 < y.
application/pdf
PDF (3Mb) 
application/pdf
PDF (2Mb) 
(1995)This thesis deals with three main extremal problems on convex lattice polygons in the plane. A convex lattice polygon is the intersection of a compact convex set with the integer lattice (the set of all points with integer ...
application/pdf
PDF (2Mb) 
application/pdf
PDF (2Mb)
Now showing items 104123 of 742