INTEGRAL DOMAINS IN WHICH EACH t-IDEAL IS ... - Project Euclid
Recommend Documents
(2) if X is a CW complex and the multiplication isa cellular map then. Bx is also a ..... X X X, k) -+ X u is the multiplication) induces ... sign associated with the map.
R. JAMES MILGRAM. Proof. For i. 0, E. G, B and the .... equivalent to those given by Milnor [5] and Dold-Lashof [7], and from this it follows that for X connected ...
R is Gorensteia ring iff RIM is Gorenstein ring for every mximl ideal. MinR. We define sequence of classes of rings G0, G by G RR/M is. Gorensteia ring whenever ...
D. BURNS AND C. L. EPSTEIN where -K is the constant negative holomorphic sectional curvature tensor, and W is the trace free part, or Bochner tensor, ...
Here we propose to study characteristic numbers of a strictly pseudoconvex domain N .... function q0, we define, in a neighborhood of aN, a (1,0) vector field ~ by.
and Pinchuk [2] to prove that if a domain is bounded in (C2, pseudoconvex, and real analytic of ï¬nite type 2m in the sense of d'Angelo [6] with noncompact auto-.
boule, Bull. Soc. Math. France, 109 (1981), 427-474. [11] S. Pincuk, Holomorphic inequivalences of some classes of domains in Cn. , Math. USSR Sbornik,39 ...
*-algebra has an integral decomposition into characters if and only if the ... result can be applied to Euclidean quantum field theory where the sequence of.
May 16, 1983 - $(A^{\lambda}(L;\mu_{g})f)(x)=\lambda^{2}(\Delta_{g}/2-R(x)/12)f(x)+V(x)f(x)$ . ..... $\Theta(t, x, y)=t^{-d}|\det_{g}(d\Phi_{t.y})_{Y}|$ , we want to give theupper ... of (1.14) as $A(\tau)=\Sigma_{j=1}^{d}a_{j}(\tau)B_{j}(\tau)$ . Us
Jul 9, 2013 - NUMERICAL SOLUTION OF AN INTEGRAL. EQUATION FROM POINT PROCESS THEORY. R.S. ANDERSSEN, A.J. BADDELEY, F.R. de ...
J. Vol. 114 (1989), 53-64. RANDOM INTEGRAL REPRESENTATIONS FOR ... O'Connor (1979) p. ..... valued random variables; John Wiley, New York, 1980.
Jun 25, 1980 - which is called the /-integral in fracture mechanics. Here u is the ... ing the crack tip as illustrated in Figure 1, d£ the line element of C and v, the.
NUMERICAL SOLUTIONS OF INTEGRAL. EQUATIONS ON THE HALF LINE. II. THE WIENER-HOPF CASE. PHILIP M. ANSELONE AND IAN H. SLOAN.
May 12, 1971 - stochastic integrals of operator-valued functions have been studied by ... No. 5]. Operator-Valued Stochastic Integral. 473. Brownian motion or ...
Most parts of the current theory of stochastic differential or integral equations (we ... sample paths of bounded variation, the stochastic integral with respect to the ...
Using Cauchy's integral formula, we give an easier proof of Letac's result. An easy sufficient condition for such transformations to be isomorphic to piecewise ...
h (t) ⥠0, t ⥠t0. Received by the editors on February 16, 1993, and in revised form on May 10,. 1993. D. Glenn Lasseigne was supported by NSF Grant No.
Feb 16, 1993 - ABSTRACT. An investigation is made of certain nonlinear. Volterra integral equations which model explosive behavior in a diffusive medium.
factorization properties in an integral domain which are weaker than unique factorization. Section 1 introduces material on inert extensions and splitting ...
BEST CONSTANTS IN A CLASS OF INTEGRAL INEQUALITIES. 369 of (P) corresponding to λ = λ*, and c is any constant. The proof will require two lemmas ...
see, however, that certain general results of the usual theory can be carried over to the more difficult situation. Let A be a linear elliptic partial differential operator ...
Vol. 51, No. 2, 1974. SOLVABLE GROUPS IN WHICH EVERY MAXIMAL. PARTIAL ... THEOREM 2.1 .... ality, that_G = , MG/G') - 1, NjG' e &~ and N_ = Ck.
INTEGRAL DOMAINS IN WHICH EACH t-IDEAL IS ... - Project Euclid
Let D be a commutative integral domain, and let 9 (D) be the set of nonzero fractional ... We deï¬ne a domain D to be a TV-domain if each t-ideal of D is divisorial.
