AFRL - SR - BL - TR - 99 - rifts '
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UAibS COVERED 2/28/98 Public reporting burden for this collection of information is estimated to average 1 hour per response .fteluding theftime for reviewing instruc needed, and completing and reviewing this collection of information. Send comments regarding this burden estimate or any other aspect o1 burden to Washington Headquarters Services, Directorate for Information Operations and Reports, 1215 Jefferson Davis Highway, Suite 1 Budoet, Paperwork Reduction Project (0704-0188), Washington, DC 20603 1. AGENCY USE ONLY (Leave blank) 2. REPORT DATE 2/4/99 3. REPORT TYPE AND Final Report 3/1/974. TITLE AND SUBTITLE Organic Ultrafast Nonlinear Optical Devices Characterization of Organic Photonic Materials 5. FUNDING NUMBERS
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Afrl - Sr - Bl - Tr - 98 -
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متن کاملEarly Scene Analysis: Rapid Processing of Contours, Surfaces, and Objects in Human Vision
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متن کاملAfrl - Sr - Bl - Tr - 98 -
Understanding the gas-phase and gas-surface collision dynamics of highly vibrationally excited NO is necessary to model the rovibrational population distribution and infrared signatures of this important molecules in the upper atmosphere. Energy and momentum exchange between gas phase molecules and surfaces (especially oxidized surfaces) is also an important factor in the calculation of satelli...
متن کاملAFRL - SR - BL - TR - 99 - 6 Dk 3 it »
13. ABSTRACT (Maximum ZOO worexj Space-time adaptive processing schemes effecting both equalization and interference cancellation for mobile narrowband digital communications under time-varying multipath conditions were developed. Interference cancellation was effected through the use of an "extended correlator" exploiting past symbol decisions to highly localize in time the contribution due to...
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Theorem 1. For any θ * ∈ Θ, there exists a unique symmetric solution P to (5) that satisfies R + B P B > 0 and ρ sr (A + BL) < 1 where L = −(R + B P B) −1 (S + B P A) and ρ sr (·) denotes a spectral radius. Moreover, a policy π = (π 1 , π 2 ,. . .) with π t (I t−1) = Lz t−1 is an optimal policy among admissible policies that attains minimum expected average cost tr(P ˜ Ω). Proof. First, we will...
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