17 papers:
- ICSME-2015-CianiMML #named #repository #visualisation
- UrbanIt: Visualizing repositories everywhere (AC, RM, AM, ML), pp. 324–326.
- CSCW-2015-Tufekci #algorithm
- Algorithms in our Midst: Information, Power and Choice when Software is Everywhere (ZT), p. 1918.
- CHI-2014-WinklerLDKR #interactive #mobile #multi #named
- SurfacePhone: a mobile projection device for single- and multiuser everywhere tabletop interaction (CW, ML, DD, AK, ER), pp. 3513–3522.
- DUXU-TMT-2014-FigueiredoNATT #3d #experience
- Fishtank Everywhere: Improving Viewing Experience over 3D Content (LSF, EVN, EA, JMXNT, VT), pp. 560–571.
- POPL-2014-CoughlinC #analysis #composition #invariant
- Fissile type analysis: modular checking of almost everywhere invariants (DC, BYEC), pp. 73–86.
- ICSE-2013-LemmaLO #modelling #named
- CEL: modeling everywhere (RL, ML, FO), pp. 1323–1326.
- VMCAI-2013-Ranzato #abstraction
- Complete Abstractions Everywhere (FR), pp. 15–26.
- SAC-2012-GuccioneCAMM #clustering #network
- Trend cluster based interpolation everywhere in a sensor network (PG, AC, AA, DM, AM), pp. 827–828.
- ICMT-2011-CuadradoGL #model transformation #reuse
- Generic Model Transformations: Write Once, Reuse Everywhere (JSC, EG, JdL), pp. 62–77.
- CGO-2011-NuzmanDRRWYCZ
- Vapor SIMD: Auto-vectorize once, run everywhere (DN, SD, ER, IR, KW, DY, AC, AZ), pp. 151–160.
- HPDC-2011-Feng #energy
- Energy-efficient E-puting everywhere (WcF), pp. 109–110.
- HT-2010-KondoTU #exclamation #web
- Search your interests everywhere!: wikipedia-based keyphrase extraction from web browsing history (MK, AT, TU), pp. 295–296.
- LCTES-2007-BouchezDR #complexity #on the
- On the complexity of spill everywhere under SSA form (FB, AD, FR), pp. 103–112.
- VLDB-2002-ImielinskiB #matter
- Wireless Graffiti — Data, Data Everywhere Matters (TI, BRB), pp. 9–19.
- TOOLS-USA-2001-Bezivin #modelling
- Models Everywhere (JB), pp. 348–349.
- HT-2000-CarmeliCW
- Personal Information Everywhere (PIE) (BC, BC, AJW), pp. 252–253.
- VLDB-1997-SellisRF #data access #multi
- Multidimensional Access Methods: Trees Have Grown Everywhere (TKS, NR, CF), pp. 13–14.