 IDEALS Home
 →
 Browse by Subject
Browse by Subject "Mathematics"
Now showing items 509528 of 757

(1981)1generic sets possess all properties which can be obtained through "sufficiently simple" KleenePost constructions, but no recursively enumerable (r.e.) set can be 1generic. Pgenericity is the result of a ...
application/pdf
PDF (5Mb) 
(1989)This thesis presents a parallel algorithm for the direct LU factorization of general unsymmetric sparse matrices. The algorithm, D2, is based on a new nondeterministic parallel pivot search that finds a compatible pivot ...
application/pdf
PDF (8Mb) 
application/pdf
PDF (4Mb) 
application/pdf
PDF (2Mb) 
application/pdf
PDF (3Mb) 
application/pdf
PDF (1Mb) 
application/pdf
PDF (744Kb) 
application/pdf
PDF (2Mb) 
(1965)
application/pdf
PDF (2Mb) 
application/pdf
PDF (967Kb) 
application/pdf
PDF (2Mb) 
(1980)The Pettis integral of a weakly measurable vectorvalued function is the most natural integral for use in Banach spaces. Although first defined over forty years ago, the integral has stubbornly defied analysis and has long ...
application/pdf
PDF (2Mb) 
application/pdf
PDF (720Kb) 
(1974)
application/pdf
PDF (4Mb) 
(1961)
application/pdf
PDF (3Mb) 
application/pdf
PDF (2Mb) 
(1988)The solution of a linear system of equations, Ax = b, arises in many scientific applications. If A is large and sparse, an iterative method is required. When A is hermitian positive definite (hpd), the conjugate gradient ...
application/pdf
PDF (5Mb) 
(1991)Fragments of extensional MartinLof type theory without universes, $ML\sb0,$ are introduced that conservatively extend S. A. Cook and A. Urquhart's $IPV\sp\omega.$ A model for these restricted theories is obtained by ...
application/pdf
PDF (3Mb) 
(1994)Ominimal expansions of ordered fields are investigated, with particular emphasis on polynomially bounded ominimal expansions of $\overline\IR := (\IR, <, +, , \cdot, 0,1).$
application/pdf
PDF (2Mb) 
(1984)Given graphs (GAMMA) and (DELTA), and a real polynomial r(x), we will say that (DELTA) is generated from (GAMMA) by r(x) if r(A((GAMMA))) = A((DELTA)) where A((GAMMA)) and A((DELTA)) are adjacency matrices. For several ...
application/pdf
PDF (3Mb)
Now showing items 509528 of 757