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624 results on '"YAO, J. C."'

201. Everolimus plus octreotide LAR (E+O) versus placebo plus octreotide LAR (P+O) in patients with advanced neuroendocrine tumors (NET): Updated results of a randomized, double-blind, placebo-controlled, multicenter phase III trial (RADIANT-2).

Author

Yao, J. C., primary, Hainsworth, J. D., additional, Baudin, E., additional, Peeters, M., additional, Hoersch, D., additional, Anthony, L. B., additional, Klimovsky, J., additional, Grouss, K., additional, Jehl, V., additional, and Pavel, M., additional

Published
2011
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208. A pilot genome-wide association study shows genomic variants enriched in the non-tumor cells of patients with well-differentiated neuroendocrine tumors of the ileum

Author

Walsh, K. M., primary, Choi, M., additional, Oberg, K., additional, Kulke, M. H., additional, Yao, J. C., additional, Wu, C., additional, Jurkiewicz, M., additional, Hsu, L.-I., additional, Hooshmand, S. M., additional, Hassan, M., additional, Janson, E. T., additional, Cunningham, J. L., additional, Vosburgh, E., additional, Sackler, R. S., additional, Lifton, R. P., additional, DeWan, A. T., additional, and Hoh, J., additional

Published
2010
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220. Creep recovery and stress relaxation tests of 6061-0 aluminum

Author

Wu, H. C and Yao, J. C

Subjects
Metallic Materials
Abstract

The investigation of creep recovery and stress relaxation in aluminum using a closed loop servo-hydraulic test system is described. The practicality of a computer controlled test system for constant plastic strain rate tension tests is demonstrated. The plastic strain rate and the magnitude of the initial strain are shown to have a noticeable effect on subsequent creep behavior of aluminum.

Published
1981

221. Investigation of creep by use of closed loop servo-hydraulic test system

Author

Wu, H. C and Yao, J. C

Subjects
Structural Mechanics
Abstract

Creep tests were conducted by means of a closed loop servo-controlled materials test system. These tests are different from the conventional creep tests in that the strain history prior to creep may be carefully monitored. Tests were performed for aluminum alloy 6061-0 at 150 C and monitored by a PDP 11/04 minicomputer at a preset constant plastic-strain rate prehistory. The results show that the plastic-strain rate prior to creep plays a significant role in creep behavior. The endochronic theory of viscoplasticity was applied to describe the observed creep curves. The concepts of intrinsic time and strain rate sensitivity function are employed and modified according to the present observation.

Published
1981

230. A phase II study of pegylated-camptothecin (pegamotecan) in the treatment of locally advanced and metastatic gastric and gastro-oesophageal junction adenocarcinoma

Author

Scott, L. C., primary, Yao, J. C., additional, Benson, A. B., additional, Thomas, A. L., additional, Falk, S., additional, Mena, R. R., additional, Picus, J., additional, Wright, J., additional, Mulcahy, M. F., additional, Ajani, J. A., additional, and Evans, T. R. J., additional

Published
2008
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241. Finite Termination of Inexact Proximal Point Algorithms in Hilbert Spaces.

Author

Wang, J., Li, C., and Yao, J.-C.

Subjects
ALGORITHMS, HILBERT space, MONOTONE operators, MODULES (Algebra), CONJUGATE gradient methods, MATHEMATICAL optimization
Abstract

In the present paper, we study the finite termination of sequences generated by inexact proximal point algorithms for finding zeroes of a maximal monotone (set-valued) operator $$T$$ on a Hilbert space. Under some mild conditions, we get that a sequence generated by inexact proximal point algorithm stops after a finite number of iterations. Our results extend the corresponding results in Rockafellar (SIAM J Control Optim 14:877-898, ). In particular, for optimization problems, our results improve corresponding results in Ferris (Math Progr 50:359-366, ). As applications, we obtain finite termination of projected gradient method. [ABSTRACT FROM AUTHOR]

Published
2015
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242. Second-Order Necessary Optimality Conditions for a Discrete Optimal Control Problem.

Author

Toan, N., Ansari, Q., and Yao, J.-C.

Subjects
NONCONVEX programming, COST functions, MATHEMATICAL optimization, MATHEMATICAL programming, OPTIMAL control theory, FIRST-order logic
Abstract

In this paper, we study second-order necessary optimality conditions for a discrete optimal control problem with a nonconvex cost function and control constraints. By establishing an abstract result on second-order necessary optimality conditions for a mathematical programming problem, we derive second-order optimality conditions for a discrete optimal control problem. [ABSTRACT FROM AUTHOR]

Published
2015
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243. ATTEINTE CERVICALE DANS LE MAL DE POTT : ASPECTS EPIDEMIOCLINIQUES ET RADIOLOGIQUES A PROPOS DE 26 CAS A ABIDJAN.

Author

Gbané-Koné, M., Ouali, B., Coulibaly, A. K., Diomandé, M., Yao, J. C., Eti, E., and Kouakou, N. M.

Abstract

Copyright of Mali Médical is the property of Mali Medical, Faculte de Medecine, de Pharmacie et d'Odonto-stomatologie and its content may not be copied or emailed to multiple sites or posted to a listserv without the copyright holder's express written permission. However, users may print, download, or email articles for individual use. This abstract may be abridged. No warranty is given about the accuracy of the copy. Users should refer to the original published version of the material for the full abstract. (Copyright applies to all Abstracts.)

Published
2015

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