BibSLEIGH
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Used together with:
graph (6)
time (5)
use (5)
imag (3)
abstract (3)

Stem cubic$ (all stems)

27 papers:

LICSLICS-2015-LicataB #approach
A Cubical Approach to Synthetic Homotopy Theory (DRL, GB), pp. 92–103.
ICPRICPR-2014-Nilsson #polynomial #using
Elastic Net Regularized Logistic Regression Using Cubic Majorization (MN), pp. 3446–3451.
SACSAC-2014-MoonKSP #image #novel #scalability
A novel double linear-cubic convolution interpolation for digital image scaling (HMM, KRK, JS, SBP), pp. 1733–1734.
SACSAC-2012-ZhaoHWA #constraints #diagrams #difference #equation #polynomial
Real solution formulas of cubic and quartic equations applied to generate dynamic diagrams with inequality constraints (TZ, HH, DW, PA), pp. 94–101.
RTARTA-2012-Felgenhauer #confluence #polynomial #term rewriting
Deciding Confluence of Ground Term Rewrite Systems in Cubic Time (BF), pp. 165–175.
HCIHCI-DDA-2011-ZhuYZ #polynomial
A Cubic Polynomial Model for Fisheye Camera (HZ, XY, JZ), pp. 684–693.
STOCSTOC-2010-HaramatyS #on the #polynomial
On the structure of cubic and quartic polynomials (EH, AS), pp. 331–340.
LATALATA-2010-CrochemoreIKRRW #on the #polynomial #string
On the Maximal Number of Cubic Runs in a String (MC, CSI, MK, JR, WR, TW), pp. 227–238.
CHICHI-2010-StavnessLF #named #polynomial
pCubee: a perspective-corrected handheld cubic display (IS, BL, SF), pp. 1381–1390.
SACSAC-2010-FunfzigTA #constraints #parametricity #using
Haptic manipulation of rational parametric planar cubics using shape constraints (CF, PT, GA), pp. 1253–1257.
LDTALDTA-J-2007-ScottJ #parsing #polynomial #recognition
Recognition is not parsing — SPPF-style parsing from cubic recognisers (ES, AJ), pp. 55–70.
STOCSTOC-2007-AnshelevichK #3d #graph #polynomial
Terminal backup, 3D matching, and covering cubic graphs (EA, AK), pp. 391–400.
STOCSTOC-2007-VassilevskaWY #graph
All-pairs bottleneck paths for general graphs in truly sub-cubic time (VV, RW, RY), pp. 585–589.
SACSAC-2007-SarfrazR #algorithm #image #polynomial #random #using
A randomized knot insertion algorithm for outline capture of planar images using cubic spline (MS, AR), pp. 71–75.
ICPRICPR-v1-2004-Strand
Surface Skeletons in Grids with Non-Cubic Voxels (RS), pp. 548–551.
ICPRICPR-v4-2004-KobayashiO #higher-order #identification #multi #polynomial #using
Action and Simultaneous Multiple-Person Identification Using Cubic Higher-Order Local Auto-Correlation (TK, NO), pp. 741–744.
ICPRICPR-v4-2004-NumadaNKKT #image #polynomial #using
Sharpening of CT Images by Cubic Interpolation using B-Spline (MN, TN, KK, HK, HT), pp. 701–704.
SACSAC-2002-FuC #network #polynomial
Cycle embedding in faulty hierarchical cubic networks (JSF, GHC), pp. 860–864.
ESOPESOP-2001-NielsonS #analysis #control flow #polynomial
Control-Flow Analysis in Cubic Time (FN, HS), pp. 252–268.
CHICHI-2000-FrohlichP #3d #polynomial
The cubic mouse: a new device for three-dimensional input (BF, JP), pp. 526–531.
LICSLICS-1997-HeintzeM #analysis #on the #polynomial #type system
On the Cubic Bottleneck in Subtyping and Flow Analysis (NH, DAM), pp. 342–351.
ICPRICPR-1996-ChaoN #3d #performance
Cubical singular simplex model for 3D objects and fast computation of homology groups (JC, JN), pp. 190–194.
ICALPICALP-1991-Loebl #graph #performance #polynomial
Efficient Maximal Cubic Graph Cuts (Extended Abstract) (ML), pp. 351–362.
ICGTGG-1990-Vogler #graph #polynomial
Recognizing Edge Replacement Graph Languages in Cubic Time (WV), pp. 676–687.
ICALPICALP-1984-AfratiPP #complexity #graph
The Complexity of Cubical Graphs (Extended Abstract) (FNA, CHP, GP), pp. 51–57.
STOCSTOC-1978-Filotti #algorithm #graph #performance #polynomial
An Efficient Algorithm for Determining Whether a Cubic Graph is Toroidal (ISF), pp. 133–142.
STOCSTOC-1976-GrahamHR #context-free grammar #on the #polynomial #recognition
On Line Context Free Language Recognition in Less than Cubic Time (Extended Abstract) (SLG, MAH, WLR), pp. 112–120.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.