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1441912908 extabit.com ext: .pdf 3 MB date: 2012-05-06
Source title: optimization for decision making: linear and quadratic models (international series ...in operations research & management science) | free ebooks
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1461407680 extabit.com ext: .rar 13 MB date: 2012-03-01
Source title: handbook on semidefinite, conic and polynomial optimization (international ...series in operations research & management science) | free downloads
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Video results for: operations and optimization research 
Verification of Galois Field Multipliers abstract: Applications in Cryptography require (More) abstract: Applications in Cryptography require multiplication and exponentiation operations to be performed over Galois fields GF(2^k). Therefore, there has been quite an interest in the hardware design and optimization of such multipliers. This has led to impressive advancements in this area — such as the use of composite field decomposition techniques, use of Montgomery multiplication, among others. My research group has recently begun investigations in the verification of such Galois Field multipliers. Unfortunately, the word-length (k) in such multipliers can be very large: typically, k = 256. Due to such large word-lengths, verification techniques based on decision diagrams, SAT and contemporary SMT solvers are infeasible. We are exploring the use of Computer Algebra techniques, mainly Groebner bases theory, to tackle this problem. In this talk, we will see why Groebner bases techniques look promising, while at the same time also studying the challanges that have to be overcome. bio: Priyank Kalla recieved the Bachelors degree in Electronics engineering from Sardar Patel University in India in 1993; and Masters and PhD from University of Massachusetts Amherst in 1998 and 2002, respectively. Since 2002, he is a faculty member in the ECE Dept. at the Univ. of Utah. His research interests are in the general areas of Logic Synthesis and Design Verification. Over the past few years, he has been investigating the use of computer algebra techniques over finite integer rings (Z/mZ) and finite fields (GF(2^m)) for optimization and verification of arithmetic datapaths. He is a recepient of the NSF CAREER award and the ACM TODAES 2009 best paper award. For more information, visit ece.utah.edu/~kalla (Less)
Franz Edelman Winner 2011: MidwestISO, Alstom, and… MidwestISO, which manages one of the world's (More) MidwestISO, which manages one of the world's largest energy markets, on the 2011 Franz Edelman Award for Achievement in Operations Research and the Management Sciences from the Institute for Operations Research and the Management Sciences (INFORMS).
Billions in savings are realized through the application of Operations Research to Energy and Ancillary Services Markets by MidwestISO with the support of Alstom and Paragon Decision Technology.
Original source (converted from Flash to MP4):
https://client.blueskybroadcast.com/Informs/2011/analytics/11_bsb_informs_a3/XV_Presenter.swf
More details:
http://www.informs.org/About-INFORMS/News-Room/Press-Releases/Edelman-Winner-2011 (Less)
1461407680 rapidgator.net ext: .pdf 13 MB date: 2012-07-23
Source title: handbook on semidefinite conic and polynomial optimization (international ...series in operations research management science) ( rapidgator -
www.linxdown.me
1461407680 depositfiles.com ext: .pdf 13 MB date: 2012-11-09
Source title: handbook on semidefinite, conic and polynomial optimization (international ...series in operations research & management science
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