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153
The Determinants of Credit Spread Changes.
 Journal of Finance
, 2001
"... ABSTRACT Using dealer's quotes and transactions prices on straight industrial bonds, we investigate the determinants of credit spread changes. Variables that should in theory determine credit spread changes have rather limited explanatory power. Further, the residuals from this regression are ..."
Abstract

Cited by 422 (2 self)
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, Stanton, and Whitelaw (1997), who find that a 3factor model explains over 90 percent of Ginnie Mae yields, but that the remaining variation apparently cannot be explained by the changes in the yield curve. 2 In contrast, our multiplefactor model explains only about onequarter of the variation in credit
, MarieLaure MartinMagniette 2,3
"... TERMINAL FLOWER 2/LIKE HETEROCHROMATIN PROTEIN 1 (TFL2/LHP1) is the only Arabidopsis protein with overall sequence similarity to the HETEROCHROMATIN PROTEIN 1 (HP1) family of metazoans and S. pombe. TFL2/LHP1 represses transcription of numerous genes, including the floweringtime genes FLOWERING LOC ..."
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LOCUS T (FT) and FLOWERING LOCUS C (FLC), as well as the floral organ identity genes AGAMOUS (AG) and APETALA 3 (AP3). These genes are also regulated by proteins of the Polycomb repressive complex 2 (PRC2), and it has been proposed that TFL2/LHP1 represents a potential stabilizing factor of PRC2
J. MartínPintado, and J. GómezGonzález
, 1996
"... We have observed 150 regions of massive star formation, selected originally by the presence of an H2O maser, in the J = 5→4, 3→2, and 2→1 transitions of CS, and 49 regions in the same transitions of C 34 S. Over 90 % of the 150 regions were detected in the J = 2→1 and 3→2 transitions of CS and 75 % ..."
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We have observed 150 regions of massive star formation, selected originally by the presence of an H2O maser, in the J = 5→4, 3→2, and 2→1 transitions of CS, and 49 regions in the same transitions of C 34 S. Over 90 % of the 150 regions were detected in the J = 2→1 and 3→2 transitions of CS and 75
Right Type Departmental Bulletin Paper
"... Let us write by $E $ the extraspecialgroup $p_{+}^{1+2} $ of order $p $ and exponent $p $ for an odd prime $p $. Let $G $ be a finite group having $E $ as a Sylow $p$group, and let $BG(=BP_{p}^{\mathrm{A}}) $ the $p$completed classifying space of $G $. In papers [TY],[Y1,2], the cohomology and s ..."
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Let us write by $E $ the extraspecialgroup $p_{+}^{1+2} $ of order $p $ and exponent $p $ for an odd prime $p $. Let $G $ be a finite group having $E $ as a Sylow $p$group, and let $BG(=BP_{p}^{\mathrm{A}}) $ the $p$completed classifying space of $G $. In papers [TY],[Y1,2], the cohomology
Martin capacity for Markov chains and random walks in varying dimensions
 Ann. Probab
, 1993
"... Kakutani (1944) discovered that a compact set IR d is hit with positive probability by a ddimensional Brownian motion (d 3) if and only if has positive Newtonian capacity. When capacity criteria were transferred to the discrete setting (by Ito and Mckean (1960) and Lamperti (1963)) it was in the fo ..."
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Cited by 1 (1 self)
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)) it was in the form of a \Wiener Test " (c.f. Corollary 2.4). This kind of
A NEW PROOF OF A MARTIN'S METRIZATION THEOREM
"... tion theorems which g~neralize wellknown theorems belonging to Frink, Nagata, CederNagata, Morita, Jones, Stone and Arhangel'skii. However, the generalization of the CederNagata theorem [4, Theorem 2.4] admits an easy proof. We assume throughout the paper that all topological spaces are T. A ..."
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] if the following condition holds: a subset V of X is open if and only if for each x E V, there is some B E B such that B c V. x x x The proof of the following result is a generalization of a technique of Hodel [3, Theorem 2.1]. Lemma. Let X be a topological space and let B {B: x E X} be a weak base for X such that
Doron Aurbach,a,∗ ∗ Jordan K. Lampert,c JiYong Shin,c Martin SchulzDobrick,c
"... We report herein on the study of Li and Mn rich Lix[MnNiCo]O2 cathode materials with an emphasis on the effect of AlF3 coating on their electrochemical performance. The initial stoichiometry of these materials was xLi2MnO3.(1x)LiMnyNizCowO2 where x is in the range 0.40.5 and the y:z:w ratio was as ..."
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was as we previously reported. Their structure was considered on the basis of twocomponents model, namely monoclinic Li2MnO3 (C2/m) and rhombohedral LiMO2 (R3m) (M = Mn, Ni, Co) that are structurally compatible and closely integrated phases. Based on TEM studies we concluded that the coating had a
M.J. Martins and P.B. Ramos Universidade Federal de São Carlos
, 1994
"... We construct two Osp(n2m) solutions of the graded YangBaxter equation by using the algebraic braidmonoid approach. The factorizable Smatrix interpretation of these solutions is also discussed. July 1994It is known that the YangBaxter equations play a central role in the study of twodimension ex ..."
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,δ (v+u)Rb1,b2 α,γ (u)(−1) p(γ)[p(b3)+p(δ)] where p(i) = 0 for i = 1, 2, · · ·, n; p(i) = 1 for i = n+1, n+2, · · ·, n+m. It has also been assumed that the nonnull elements R c,d a,b (1) are commuting variables, namely p(Rc,d a,b) = 0 [2]. The simplest solution of the graded Yang
Author manuscript, published in "Mathematics and Informatics in Evolution and Phylogeny, St Martin de Londres: France (2008)"
, 2008
"... constitution: oocytes are X;A and sperm are 2X;A. This is so because meiosis is ortodox in females but highly specialised in males, showing elimination of the paternally derived genome (1st division), and the nondisjunction of the two X chromatids and elimination of one chromatid of each autosome d ..."
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an imprinting process occurs in one of the parents, which determines that the chromosomes to be eliminated are of paternal origin [2]. A maternal factor controls the number of X chromosomes eliminated by the zygote [3, 1, 4]. Therefore, the formation of the primary, chromosomal signal (2X;2A versus X0;2A
Results 1  10
of
153