15 papers:
DATE-2014-WanK #embedded- An embedded offset and gain instrument for OpAmp IPs (JW, HGK), pp. 1–4.
CHI-2014-OakleyL #interactive- Interaction on the edge: offset sensing for small devices (IO, DL), pp. 169–178.
- DATE-2012-NassarSGD #named #performance
- RSM: A small and fast countermeasure for AES, secure against 1st and 2nd-order zero-offset SCAs (MN, YS, SG, JLD), pp. 1173–1178.
- DATE-2011-ZiermannTS #adaptation #algorithm #named
- DynOAA — Dynamic offset adaptation algorithm for improving response times of CAN systems (TZ, JT, ZS), pp. 269–272.
ICPR-2010-AhmadNSNN #distributed #estimation #network #on the- On Clock Offset Estimation in Wireless Sensor Networks with Weibull Distributed Network Delays (AA, AN, ES, HNN, MNN), pp. 2322–2325.
TACAS-2009-NicoliniRR #integer #satisfiability- Satisfiability Procedures for Combination of Theories Sharing Integer Offsets (EN, CR, MR), pp. 428–442.
KDD-2009-BeygelzimerL #learning- The offset tree for learning with partial labels (AB, JL), pp. 129–138.
CASE-2008-ChenFCWL #industrial- Practical industrial robot zero offset calibration (HC, TAF, SC, JW, XL), pp. 516–521.
SAC-2008-TsujiKH #implementation #multi #scalability #set- History offset implementation scheme for large scale multidimensional data sets (TT, MK, KH), pp. 1021–1028.
- DATE-2006-HeniaE #multi #using
- Improved offset-analysis using multiple timing-references (RH, RE), pp. 450–455.
- ICPR-v4-2006-WongN #classification
- Blind Phase-Amplitude Modulation Classification with Unknown Phase Offset (MLDW, AKN), pp. 177–180.
- SAC-2006-XuC
- Improving address space randomization with a dynamic offset randomization technique (HX, SJC), pp. 384–391.
LCTES-2004-ZhuangP #embedded #power management- Power-efficient prefetching via bit-differential offset assignment on embedded processors (XZ, SP), pp. 67–77.
CC-2003-Leupers #algorithm #evaluation #optimisation- Offset Assignment Showdown: Evaluation of DSP Address Code Optimization Algorithms (RL), pp. 290–302.
DAC-1990-MalikBNS #logic #multi- Reduced Offsets for Two-Level Multi-Valued Logic Minimization (AAM, RKB, ARN, ALSV), pp. 290–296.
