Results 161 to 170 of about 5,641 (192)

GAPP: Inventory Tracking Applications in Mobile Networks

2020 IEEE International Conference on Systems, Man, and Cybernetics (SMC), 2020
On a daily basis people waste so many items, and what better way to help them from wasting but to create an app that tracks their groceries, creates less waste in the world and saves money at the same time in mobile networks. People waste food on average 1 pound per person each day they live.
Grant Duvall, Neal N. Xiong
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Gapp, Alois

2011
exaly   +2 more sources

Closure properties of GapP and #P

Proceedings of the Fifth Israeli Symposium on Theory of Computing and Systems, 2002
We classify the relativizable closure properties of GapP, solving a problem posed by (Hertrampf et al., 1995). We also give a simple proof of their classification of functions that are relativizable closure properties of #P.
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Performance evaluation in image processing with GAPP array processor

Microprocessing and Microprogramming, 1995
Abstract The application of parallelism considering the field of image processing is an alternative to implement real time image processing. The data parallelism found in array processors simplify the mapping of this kind of problem as each processing element works on part of the image.
Philippe Olivier Alexandre Navaux, César A. F. De Rose, Gerson G. H. Cavalheiro   +2 more
openaire   +1 more source

A routing model for the NCR GAPP

Proceedings of the International Workshop on Artificial Intelligence for Industrial Applications, 2003
A routing model for the NCR Geometric Arithmetic Parallel Processor (GAPP) is described. The objective is to permit virtual reconfigurations of the array of processing elements (PEs) and nonlocal connections between arbitrarily distant PEs. The main feature of the model is the multiplexing of two instruction sets, over an additional pin, controlling ...
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Performance of the Global Assessment of Pediatric Patient Safety (GAPPS) Tool

Pediatrics, 2016
BACKGROUND AND OBJECTIVE: Efforts to advance patient safety have been hampered by the lack of high quality measures of adverse events (AEs). This study's objective was to develop and test the Global Assessment of Pediatric Patient Safety (GAPPS) trigger tool, which measures hospital-wide rates of AEs and preventable
Christopher P, Landrigan, David, Stockwell, Sara L, Toomey, Samuel, Loren, Michaela, Tracy, Jisun, Jang, Jessica A, Quinn, Sepideh, Ashrafzadeh, Michelle, Wang, Paul J, Sharek, Gareth, Parry, Mark A, Schuster   +11 more
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GAPP Italy: "A survey on asthma on Italian physicians and patients". [PDF]

European annals of allergy and clinical immunology, 2010
Guidelines recognize the importance of achieving and maintaining asthma control: the treatment strategies nw available allow the control of the great majority of patients with asthma but despite many efforts only 5% of patients achieve guideline-defined asthma control.
Fumagalli F, Baena Cagnani R, Compalati E, Biraido F, CANONICA, GIORGIO, Baena Cagnani CE   +5 more
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Test-Retest Reliability of the GAPP Functional Capacity Evaluation in Healthy Adults

Canadian Journal of Occupational Therapy, 2010
Background. Functional capacity evaluations are commonly used in work rehabilitation practice to assess a person's capacity to perform work-related activities . Purpose. This study examined the test-retest reliability of participants' performance and ...
Gibson, Libby A., Dang, Monica, Strong, Jenny, Khan, Asad   +3 more
openaire   +5 more sources

GAPP: Generic Aggregation of Polynomial Protocols. [PDF]

IACR Cryptol. ePrint Arch.
We construct a new bivariate polynomial commitment scheme, bPCLB, with succinct verification, O(m+n) sized public parameters, and O(m + n) cryptographic operations to generate evaluation proofs for bivariate polynomials of degree (n, m). bPCLB commits to
Chaya Ganesh, Sikhar Patranabis, Shubh Prakash, Nitin Singh   +3 more
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Formal power series: an algebraic approach to the GapP and Hash P functions

[1992] Proceedings of the Seventh Annual Structure in Complexity Theory Conference, 2003
The algebraic structure of GapP and Hash P functions is introduced by formalizing them as power series ring and semiring, respectively. It is proved that for every invertible GapP function g, P/sup g/=P/sup 1/g/, and for all positive integers i, P/sup g/=P to the g/sup i/, power.
openaire   +1 more source