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T h e S a in t M a ry ’s B o a rd of G o v e rn a n c e (BOG) d is c u s s e d bring ing a h ig h e r level o f cu l tu ra l d iv e rs ity to th e ca m p u s during M onday’s m eeting. The new M inorities, In te rn a t io n a l , a n d N o n -T r a d i t io n a l S tu d e n t Life (MINT) d ire c to r , M a rc ie la R a m irez , w ill in t r o d u c e h e r s e l f to th e b o a r d a t n e x t T u e s d a y ’s m e e t in g . R a m ire z r e p la c e d P ro f e s s o r P atric ia W ashington a t th e b e ginning of the sem ester. T h e B o a rd a ls o s p o k e on p r e p a r in g fo r th e u p c o m in g N a tio n a l A s s o c ia t io n o f S tu d e n ts a t C a tho lic C olleges a n d U n iv e r s i t ie s (NASCCU) conference. The conference will b e h e ld on F e b r u a r y 4 -7 a t Notre Dame. “The conference will be cen te re d a ro u n d the issue of cu l tu r a l d iv e r s i ty ,” s a id S a in t M ary’s s tu d en t body p resid en t, Tina C arrara . BOG has been asked to m ake a $ 5 0 0 c o n t r i b u t io n to th e k e y n o te s p e a k e r ’s fe e o f $ 2 ,5 0 0 . T h e s p e a k e r w ill b e Roy Inez, C om m issioner of R a c ia l In e q u a lity in W ash in g to n DC. Because BOG has a tigh t b u d get, b o a rd m em b ers suggested t h a t J o e C a ta ld o a n d M ike S ch m ied e le r, NASSCU c o o rd i n a to rs a t N otre D am e, be in vited to explain how the m oney will be beneficial to the confer ence. “We a r e h o p in g to s e n d a t least six w om en to th e con fe r ence,” sa id C arra ra . Sain t Mary studen ts w ishing to a tten d m ust pay a $50 reg is tra tio n fee p e r person. In old business, BOG an d the Saint M ary’s O bserver s ta ff held a m e e t in g l a s t T h u r s d a y to d iscuss concerns and positions betw een the ir staffs. A ccording
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Lecture Notes on Polynomials
Looking at the examples in (2.1), we see that the degree of the first polynomial is 2, the second one has degree 16, etc. A number of operations can be performed with polynomials. Given a polynomial p(z) and a complex number c, the polynomial c p(z) is obtained by multiplying each coefficient in p(z) by c. Given two polynomials p(z) and q(z), their sum is defined by adding the coefficients of c...
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In [7], J. J. Kohn proved C∞ hypoellipticity with loss of k − 1 derivatives in Sobolev norms (and at least that loss in L∞) for the highly non-subelliptic singular sum of squares Pk = LL + L|z| L = −L ∗ L − (zL)zL with L = ∂ ∂z + iz ∂ ∂t . In this paper, we prove hypoellipticity with loss of k−1 m derivatives in Sobolev norms for the operator (0.1) P F m,k = L F mL F m + L F m |z| Lm with L F m...
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Let us write λ = z, where 0 ≤ arg z < π when 0 ≤ arg λ < 2π. Then (1. 3) implies that there is a solution ψ(x, z) of (1. 1) such that ψ(x, z) ∼ exp(izx), ψ′(x, z) ∼ iz exp(izx) (1. 4) as x → ∞, and ψ(x, z) is analytic in z for im z > 0 [7, Theorem 1.9.1]. Then ψ(x, z) is the Weyl L2(0,∞) solution of (1. 1) when λ is non-real and it forms the basis of the Weyl-Titchmarsh spectral theory of (1. 1...
متن کاملSTAT 302 : Secs 508 - 510 Fall 1997 Exam
1. Don’t even open this until you are told to do so. 2. Be sure to mark your section number (508, 509 or 510) and your test form (A, B, C or D) on the scantron! 3. Sign your name where indicated on your scantron and write your Tuesday section number and computer number beside it. Also, you must place your scantron in the correct section stack (for next Tuesday). 4. There are 20 multiple-choice ...
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