reply to post by Retorque
The connection was refused when attempting to link to the site on my end, did you copy anything and can you post it here?
Thanks!
The Z-Man Program will develop climbing aids that will enable an individual soldier to scale vertical walls constructed of typical building materials without the need for ropes or ladders. The inspiration for these climbing aids is the technique by which geckos, spiders, and small animals scale vertical surfaces, that is, by using unique biological material systems that enable controllable adhesion using van der Waals forces or by hooking surface asperities. This program seeks to build synthetic versions of those material systems and then utilize them in a novel climbing aid optimized for use by humans. The overall goal of the program is to enable an individual soldier using dry adhesive climbing aides to scale a vertical surface at 0.5 m/s while carrying a combat load.
The vision for the Neurotechnology for Intelligence Analysts (NIA) Program is to revolutionize the way that analysts handle intelligence imagery, increasing both the throughput of imagery to the analyst and overall accuracy of the assessments. Current computer-based target detection capabilities cannot process vast volumes of imagery with the speed, flexibility, and precision of the human visual system. Investigations of visual neuroscience mechanisms have indicated that the human brain is capable of responding to visually salient objects significantly faster than an individual’s visual-motor, transformation-based (i.e., movement) response.
The NIA Program seeks to identify robust brain signals that are amenable to recording in an operational environment and process these in real time to select images worthy of further review. The program aims ultimately to apply these triage methods to static, broad-area, and video imagery. Successful development of a neurobiologically based image triage system will increase the speed and accuracy of image analysis in a context where the number of acquired images is expected to rise significantly. In sum, the results of the NIA Program will enable image analysts to train more effectively and process imagery with greater speed and precision.
Focus Areas in Theoretical Mathematics
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Program Manager: Dr. Benjamin Mann
The Focus Areas in Theoretical Mathematics (FAThM) Program aims to foster major theoretical breakthroughs in pure mathematics whose potential for long-term defense implications is high. By supporting closely integrated and concentrated collaborations among small numbers of leading experts, FAThM will pioneer a new approach for conducting focused research to explore fundamental interconnections between key areas of mathematics where critical insights should lead to both new mathematics and innovative applications.
The initial focus area investigates various aspects of the Langlands Programs, a conjectured series of connections or “dualities” relating diverse areas of mathematics:
•Classical (number theory and representation theory).
•Geometric (algebraic geometry, number theory and representation theory).
•Conformal (representation theory, physics, and topology).
The team seeks to extend recent results and plausible conjectures in harmonic analysis involving symmetry groups that arise in physics and their Langlands duals, leading to new mathematical connections with field theory in physics. New representation theory necessary to extend the geometric Langlands conjecture from complex curves to complex surfaces and from compact forms of symmetry groups arising in physics to other real forms is being developed. Homotopical connections to the classical conjectures are also being explored, and exploitation of these mathematical results as new tools for modeling of physical phenomena is being undertaken.
The fundamental mathematics developed in this program is expected to have broad significance in basic science and several avenues of possible long-term defense impact, including quantum algorithms and devices; cryptography; fast structured algorithms for signal/image processing and other DoD-critical applications; and high-density data coding. Additionally, this program is engaging a community of premier theoretical mathematicians and mathematical physicists in DoD-sponsored research, creating a new resource for defense science and fostering infusion of leading-edge theoretical research into national security applications.
