Zobrazeno 1 - 10
of 14
pro vyhledávání: '"A. S. Baca"'
Autor:
Kevin L. Winthrop, Kenneth Saag, Matthew D. Cascino, Jinglan Pei, Ani John, Angelika Jahreis, Tmirah Haselkorn, Daniel E. Furst, M. Abdulky, M. Abeles, H. Adelglass, A. Ahmed, J. Alloway, J. Alper, A. Anand, J. Anderson, M. Arora, A. Askari, S. Baca, D. Bacha, S. Bagheri, S. Ballou, R. Bennett, L. Bidula, H. Blumstein, M. Bognar, A. Bohan, C. Boniske, M. Borofsky, E. Box, A. Braun, T. Brennan, L. Brent, I. Cabalar, N. Carteron, K. Chaudhary, A. Chauhan, M. Cima, A. Cochinwala, H. Cohen, K. Colburn, D. Conaway, C. Danning, K. Dao, J. Dean, I. Diab, R. Diegel, R. Ditzian‐Kadanoff, J. Dowd, C. Dugowson, A. Eggebeen, H. El‐Kadi, H. Feinberg, M. Feinman, J. Feinstein, A. Fischer, B. Foad, M. Fondal, S. Fraser, A. Fraser, P. Freeman, M. Garber, A. Goldstein, S. Golombek, N. Greenstein, M. Greenwald, C. Hakim, J. Halla, D. Hallegua, K. Han, B. Harris, H. Hauptman, J. Hirsh, M. Hoffman, J. Huntwork, M. Husni, F. Hyer, R. Hymowitz, R. Jones, S. Kanagasegar, J. Kappes, R. Keating, G. Kelly, J. Kim, C. King, D. Klashman, C. Knee, K. Kolba, G. Krick, H. Krug, U. Kumar, S. Lakhanpal, T. Lang, S. Lauter, T. Lawrence Ford, W. Lee, Y. Lee, J. Leisen, J. Levine, R. Lidman, J. Lipstate, J. Malinak, R. Marcus, D. Martin, C. Mehta, G. Melton, S. Metyas, K. Miller, R. Moidel, C. Moore, J. Mossell, G. Munoz, F. Murphy, A. Nami, J. Nascimento, N. Neal, R. Neiman, C. Neuwelt, P. Nguyen, M. Niemer, K. Oelke, M. Oza, S. Pachaidee, S. Patel, S. Pegram, M. Penmetcha, J. Perkins, A. Perl, L. Peterson, R. Pittsley, K. Portnoff, D. Rahmani, N. Raja, W. Ratnoff, M. Rezaian, C. Rhea, D. Rice, D. Ridley, A. Rivadeneira, W. Rizzo, G. Roane, P. Rocca, M. Rosen, W. Saikali, M. Saitta, A. Sankoorikal, P. Saway, P. Schneider, S. Schwartzman, C. Scoville, W. Shergy, W Shiel, R. Shurmur, D. Sikes, A. Singhal, A. Snyder, S. Songcharoen, M. Sosenko, O. Soto Raices, N. Stahl, K. Stark, M. Strachan, A. Stupi, N. Sullivan, R. Sylvester, D. Tabechian, C. Tagoe, P. Taylor, S. Thakker, M. Thakor, N. Thakur, W. Tidmore, M. Toth, D. Trostle, J. Udell, M. Van de Stouwe, R. Venuturupalli, D. Weiss, K. Weselman, D. Winn, C. Yung, E. Zable, B. Zamiri
Publikováno v:
Arthritis Care & Research
Objective To evaluate the long‐term safety of rituximab in an observational cohort of patients with rheumatoid arthritis (RA) who had an inadequate response to ≥1 anti–tumor necrosis factor therapy in the US (SUNSTONE [Study of the Safety of Ri
Autor:
N. N. Lepeshkin, R. R. Hancock, M. A. Lewis, R. M. Boysel, M. Quesada, R. Welty, A. R. Bleier, J. Treichler, R. E. Slusher, R. W. Boyd, J. E. Heebner, Q.-H. Park, A. Schweinsberg, G. W Wicks, A. S. Baca, J. E. Fajardo
Publikováno v:
Journal of Modern Optics. 50:2543-2550
Publikováno v:
Clinical and experimental rheumatology. 11(5)
We report a case of a patient who presented with symptoms of acute debilitating proximal muscle weakness, which mimicked acute polymyositis, accompanied by a hypopigmented papular rash. The histology of the skin and muscle demonstrated sarcoidosis. A
Publikováno v:
Russian Journal of Coordination Chemistry; May2008, Vol. 34 Issue 5, p334-338, 5p
Autor:
Lorraine S. Baca, Lawrence F. Shampine
Publikováno v:
Numerische Mathematik. 41:165-175
The extrapolated midpoint rule is a popular way to solve the initial value problem for a system of ordinary differential equations. As originally formulated by Gragg, the results are smoothed to remove the weak instability of the midpoint rule. It is
Autor:
Lawrence F. Shampine, Lorraine S. Baca
Publikováno v:
Journal of Computational and Applied Mathematics. 11:197-207
When solving ordinary differential equations numerically, the local error is estimated at each step. In the classical situation of ‘small’ step sizes, it is clear what is required of the error estimators. Stiff problems are solved with ‘large
Publikováno v:
Parallel Computing. 11:263-273
Recursion relations have been used to allow the solution of the invariant imbedding equations with singularities. We demonstrate that these same relations can be used in an efficient implementation of invariant imbedding for massively parallel comput
Autor:
L. S. Baca, Lawrence F. Shampine
Publikováno v:
ACM Transactions on Mathematical Software. 12:1-23
Popular codes for the numerical solution of nonstiff ordinary differential equations (ODEs) are based on a (fixed order) Runge-Kutta method, a variable order Adams method, or an extrapolation method. Extrapolation can be viewed as a variable order Ru
Publikováno v:
SIAM Journal on Scientific and Statistical Computing. 8:322-341
Runge-Kutta codes solve numerically the initial value problem for a system of ordinary differential equations in a step-by-step manner. The automatically chosen step sizes may vary widely in size depending on the equations, the nature of the error co
Publikováno v:
Archivos de investigacion medica. 15(4)