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NESTING MAPS OF GRASSMANNIANS
, 2003
"... Abstract. Let F be a field and Gr(i, F n) be the Grassmannian of idimensional linear subspaces of F n. A map f: Gr(i, F n) − → Gr(j, F n) is called nesting if l ⊂ f(l) for every l ∈ Gr(i, F n). Glover, Homer and Stong showed that there are no continuous nesting maps Gr(i, C n) −→ Gr(j, C n) except ..."
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Abstract. Let F be a field and Gr(i, F n) be the Grassmannian of idimensional linear subspaces of F n. A map f: Gr(i, F n) − → Gr(j, F n) is called nesting if l ⊂ f(l) for every l ∈ Gr(i, F n). Glover, Homer and Stong showed that there are no continuous nesting maps Gr(i, C n) −→ Gr(j, C n) except
SPECIFYING COMPLEX VISUALIZATION CONFIGURATIONS WITH HIERARCHICALLY NESTED MAPPING RULE SETS
, 2014
"... SUMMARY: A generic visualization framework should allow for the specification of arbitrary visualizations to be generated from Building Information Models. It has been shown before, how simple visualizations can be produced with mapping rule sets and how two simple visualizations can be combined int ..."
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SUMMARY: A generic visualization framework should allow for the specification of arbitrary visualizations to be generated from Building Information Models. It has been shown before, how simple visualizations can be produced with mapping rule sets and how two simple visualizations can be combined
Hive A Warehousing Solution Over a MapReduce Framework
 IN VLDB '09: PROCEEDINGS OF THE VLDB ENDOWMENT
, 2009
"... The size of data sets being collected and analyzed in the
industry for business intelligence is growing rapidly, mak
ing traditional warehousing solutions prohibitively expen
sive. Hadoop [3] is a popular opensource mapreduce im
plementation which is being used as an alternative to store
and pr ..."
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Cited by 265 (1 self)
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types, col
lections like arrays and maps, and nested compositions of
the same. The underlying IO libraries can be extended to
query data in custom formats. Hive also includes a system
catalog, HiveMetastore, containing schemas and statistics,
which is useful in data exploration and query optimization
An Atlas Framework for Scalable Mapping
 in IEEE International Conference on Robotics and Automation
, 2003
"... This paper describes Atlas, a hybrid metrical /topological approach to SLAM that achieves efficient mapping of largescale environments. The representation is a graph of coordinate frames, with each vertex in the graph representing a local frame, and each edge representing the transformation between ..."
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Cited by 178 (19 self)
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This paper describes Atlas, a hybrid metrical /topological approach to SLAM that achieves efficient mapping of largescale environments. The representation is a graph of coordinate frames, with each vertex in the graph representing a local frame, and each edge representing the transformation
Translating Web Data
 In VLDB
, 2002
"... We present a novel framework for mapping between any combination of XML and relational schemas, in which a highlevel, userspecified mapping is translated into semantically meaningful queries that transform source data into the target representation. Our approach works in two phases. In the first ph ..."
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Cited by 229 (40 self)
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phase, the highlevel mapping, expressed as a set of interschema correspondences, is converted into a set of mappings that capture the design choices made in the source and target schemas (including their hierarchical organization as well as their nested referential constraints).
Geometry clipmaps: terrain rendering using nested regular grids
 In SIGGRAPH ’04: ACM SIGGRAPH 2004 Papers
, 2004
"... Illustration using a coarse geometry clipmap (size n=31) View of the 216,000×93,600 U.S. dataset near Grand Canyon (n=255) Figure 1:Terrains rendered using geometry clipmaps, showing clipmap levels (size n×n) and transition regions (in blue on right). Rendering throughput has reached a level that en ..."
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Cited by 146 (2 self)
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that enables a novel approach to levelofdetail (LOD) control in terrain rendering. We introduce the geometry clipmap, which caches the terrain in a set of nested regular grids centered about the viewer. The grids are stored as vertex buffers in fast video memory, and are incrementally refilled
Mapping Affine Loop Nests
 Parallel Computing
, 1996
"... This paper deals with the problem of aligning data and computations when mapping affine loop nests onto Distributed Memory Parallel Computers (DMPCs). We formulate the problem by introducing a new graph, the access graph, to model affine communications (with rectangular access matrices) more adequat ..."
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Cited by 5 (0 self)
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This paper deals with the problem of aligning data and computations when mapping affine loop nests onto Distributed Memory Parallel Computers (DMPCs). We formulate the problem by introducing a new graph, the access graph, to model affine communications (with rectangular access matrices) more
Nesting Points in the Sphere
 Discrete Mathematics
, 1999
"... Let G be a graph embedded in the sphere. A knest of a point x not in G is a collection C 1 ; : : : ; C k of disjoint cycles such that for each C i , the side contain x also contains C j for each j ! i. An embedded graph is knested if each point not on the graph has a knest. In this paper we e ..."
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Cited by 1 (0 self)
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examine knested maps. We find the minorminimal knested maps small values of k. In particular, we find the obstructions (under the minor order) for the class of planar maps with the property that one face's boundary meets all other face boundaries. 1 Permanent email: fsagols
Nesting and dressing
"... We compute the anomalous dimensions of field strength operators Tr F L in N = 4 SYM from an asymptotic nested Bethe ansatz to allloop order. Starting from the exact solution of the oneloop problem at arbitrary L, we derive a single effective integral equation for the thermodynamic L → ∞ limit of ..."
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Cited by 18 (0 self)
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We compute the anomalous dimensions of field strength operators Tr F L in N = 4 SYM from an asymptotic nested Bethe ansatz to allloop order. Starting from the exact solution of the oneloop problem at arbitrary L, we derive a single effective integral equation for the thermodynamic L → ∞ limit
Automatic mapping of nested loops to FPGAs
 In ACM SIGPLAN PPoPP’07
, 2007
"... This paper present a framework for automatic mapping of perfectly nested loops with constant dependences onto regular processor arrays, suitable for direct implementation on Field Programmable Gate Arrays (FPGAs). The problem is modeled as that of finding a suitable completion procedure for a fullr ..."
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Cited by 3 (1 self)
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This paper present a framework for automatic mapping of perfectly nested loops with constant dependences onto regular processor arrays, suitable for direct implementation on Field Programmable Gate Arrays (FPGAs). The problem is modeled as that of finding a suitable completion procedure for a full
Results 1  10
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