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Topic: Target manifold

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	Method and apparatus for controlling continuously variable transmission for vehicle - Patent 4649488
		Then, a desired or target engine speed contemplated by a vehicle driver, corresponding to the operating amount of the accelerator pedal or the opening angle of the throttle valve, is determined based on a relation predetermined so as to provide the required horsepower of the engine with the minimum specific fuel consumption.
		Further, since the target engine speed determined according to the instant method is based also on the detected running speed of the vehicle, the target engine speed may be determined such that the speed ratio of the transmission is controlled for maximum transmission efficiency of the transmission at each specific running speed of the vehicle.
		The illustrated embodiment of the invention is further advantageous because of the arrangement wherein the target engine speed Ni' is elevated as the vehicle running speed V is increased, i.e., the speed ratio e of the transmission 14 is lowered as the vehicle running speed V is increased.
	www.freepatentsonline.com /4649488.html (4335 words)

	Primer for Geometric Regions (Site not responding. Last check: 2007-10-08)
		Manifolds consist of a set of Mapped Regions with the same base space and target space.
		Manifolds must provide member functions for determining how many charts are in the atlas, member functions corresponding to the member functions of each chart, and member functions for moving between charts.
		A boundary is a lower dimensional Manifold which divides the interior of the Manifold from the exterior (the base space of the boundary is of one dimension less, and the target space is the same).
	www.research.ibm.com /nao/Primer/GeometricRegionPrimer.html (1073 words)

	Auxiliary Equipment
		A set-up was constructed within the target laboratory to determine target thickness using the energy loss of alpha particles from a 249Cf source.
		Target thickness is obtained from the measured energy loss, determined specific to the target material, and calculated using Ziegler's formulas.
		Loading and unloading targets is accomplished using a vacuum interlock, which can connect directly to the ATLAS experimental apparatus.
	www.phy.anl.gov /targetlab/auxil.htm (485 words)

	Torque control scheme for low emission lean burn vehicle - Patent 6253546
		Target values are then calculated for predetermined engine variables based on the first and second engine characteristics.
		This is accomplished by determining an error term as a function of a reference trajectory intake manifold pressure and measured intake manifold pressure.
		The system of claim 15 further comprising an intake manifold pressure sensor providing a MAP value, and means for determining a reference trajectory intake manifold pressure, said intake manifold pressure error value being generated as a function of said MAP value and said reference trajectory intake manifold pressure.
	www.freepatentsonline.com /6253546.html (2987 words)

	Topology Overlay (Site not responding. Last check: 2007-10-08)
		Intersect all areas in the target drawing with areas in the source drawing and place each part of the original target area that lies in at least one area in the source drawing into the result drawing.
		Intersect all areas in the target drawing with areas in the source drawing and place each part of the original target area into the result drawing.
		Intersect all areas, lines and points in the target drawing with areas in the source drawing and first place each part of the original target object that does not lie in any source area into the result drawing, then second place each source area into the result drawing.
	www.manifold.net /doc/700/topology_overlay.htm (976 words)

	Georegistration
		During georegistration the target image will be re-projected to match the reference drawing using the control points as a guide.
		Manifold will match those control points in the reference component to the target component by name and will re-project the target component so that its control points are in the same locations as the reference component.
		Manifold will refuse to use control points that are placed on top of each other in the same image or drawing.
	exchange.manifold.net /manifold/manuals/5_userman/mfd50Georegistration.htm (3414 words)

	Topological rigidity for non-aspherical manifolds, by Matthias Kreck and Wolfgang Lueck (Site not responding. Last check: 2007-10-08)
		The Borel Conjecture predicts that closed aspherical manifolds are topological rigid.
		If f: N ---> M is an orientation preserving homotopy equivalence with a closed oriented manifold as target, then there is an orientation preserving homeomorphism h: N ---> M such that h and f induce up to conjugation the same maps on the fundamental groups.
		We also classify manifolds of dimension 5 or 6 whose fundamental group is the one of a surface and whose second homotopy group is trivial.
	www.math.uiuc.edu /K-theory/0754 (171 words)

	[No title] (Site not responding. Last check: 2007-10-08)
		The integrability theory of the Jacobians in a manifold setting is really different than one migth a priori expect based on the results in the Euclidean space.
		The Atiyah-Singer index formula, proved in 1963 for closed manifolds, is a higher dimensional analog of the Gauss-Bonnet formula that incorporates an analytical invariant into the formula, the index of an operator.
		Abstract: On compact Riemannian manifolds $(M, g)$ with $C^2$ boundary, the $L^{\infty}$ gradient estimates for the eigenfunctions of the Dirichlet Laplacian is proved.
	www.math.psu.edu /nistor/MEETINGS/talks02.html (1051 words)

	Custom Datum Grids for NTv2 (Site not responding. Last check: 2007-10-08)
		Datum grids are stored in GSB "grid shift" files and are described using XML files with the same name that contain one or more datum pairs to use with the grid.
		The point of providing an XML file like the above is to tell Manifold the names of the datums that are to be converted with NTv2 using this grid shift file.
		Given a pair of source and target datums, Manifold will use the custom grid file to convert coordinates both from the source datum to the target datum and from the target datum to the source datum.
	www.manifold.net /doc/700/custom_datum_grids_for_ntv2.htm (278 words)

	Problemi Attuali di Fisica Teorica 06 \| The String Coffee Table
		Abstract: The Poisson sigma model is a bidimensional field theory having as target manifold a Poisson manifold.
		Kontsevich formula for the deformation quantization of the target manifold is interpretable as the perturbative expansion of a particular correlator of the model.
		In this seminar, we clarify the meaning of the inegrality condition of the Poisson tensor which appears both in the integration of the gauge transformations of the model and in the geometric quantization of the target manifold.
	golem.ph.utexas.edu /string/archives/000749.html (807 words)

	Microsoft Flight Simulator Century of Flight (Site not responding. Last check: 2007-10-08)
		Throttle: On the Baron, the throttle controls manifold pressure, which is displayed in inches of mercury on the manifold pressure gauges.
		You can increase or decrease the manifold pressure with the throttle control on a joystick or yoke, by dragging the throttle with a mouse, or by pressing F3 to increase power and F2 to decrease power.
		By "minor," we mean increments of one inch of manifold pressure (with the throttle) and one or two degrees of pitch (with the joystick or yoke).
	www.microsoft.com /games/flightsimulator/fs2002_lessons_baronbasics.asp (2208 words)

	[No title] (Site not responding. Last check: 2007-10-08)
		We present the notion of isocausality between Lorentzian manifolds, a new concept which generalizes and improves the well known idea of conformal relationship.
		This is accomplished by means of the definition of causal relations between Lorentzian manifolds which are diffeomorphisms mapping causal future-directed vectors of a domain manifold onto causal future-directed vectors of a target manifold.
		If two reciprocal such mappings exist---from the domain manifold to the target one and vice versa--- both manifolds are said to be isocausal as they share a number of global causal properties.
	www.newton.cam.ac.uk /programmes/NPA/poster3/garcia.html (127 words)

	Customer Segmentation, Customer Profiling and Predictive Modeling for Database Marketing, Direct Marketing and Ethnic ...
		Manifold Data Mining Inc. specializes in creating demographic, household expenditure, consumer purchasing behaviour and lifestyle cluster databases at the 6-digit postal code level for target marketing.
		Clients employ Manifold Data Mining to understand their customers better, target their markets more precise and help make their marketing campaigns more efficient, effective and profitable.
		Manifold Data Mining can help you achieve these goals by providing you with precise micro-marketing data and effective targeting solutions.
	www.manifolddatamining.com (311 words)

	Primer on NAO classes (Site not responding. Last check: 2007-10-08)
		A Mapped Region is a Region which is mapped into a target space (which may have the same dimension as the region).
		To implement a Manifold you must provide member functions which: return the dimension of the base space (where the region lives), the target space, the target space itself, and the number of charts.
		A Manifold may have a boundary, and may be differentiable and/or discrete.
	www.research.ibm.com /nao/ProgrammersGuide/ManifoldProgrammersGuide.html (530 words)

	UMR Mathematical Colloquia
		The integrability theory of the Jacobians in a manifold setting is really different than one might a priori expect based on the well known results in the Euclidean space.
		To our surprise, the case when the target manifold admits only trivial l-cohomology groups, with 0target manifold has at least one non-zero l-cohomology, 0
		The necessity of the cohomological constrains on the target manifold is a new phenomenon in the regularity theory of the Jacobians.
	web.umr.edu /~wjcharat/department/Colloquia_spring_2003.html (1128 words)

	[No title]
		Topological rigidity for non-aspherical manifolds by M. Kreck and W. L"uck September 11, 2005 Abstract The Borel Conjecture predicts that closed aspherical manifolds are topological rigid.
		This is the precise statement of the Borel Conjecture for aspherical manifolds.
		In dimension 3 the existence of Borel manifolds is related to the Poincar'e Conjecture and to Thurston's Geometrization Conjecture.
	hopf.math.purdue.edu /Kreck-Lueck/krecklueck0905.txt (8838 words)

	Strings on Stacks II \| The String Coffee Table
		In as far as I understand, one point of papers like hep-th/0502044 is to point out that it is useful for ideas in physics to switch to the more sophisticated language of stacks.
		It also appears in the last example which I shall mention here, that where the target is a gerbe.
		Since a gerbe is a stack, we may look at sigma models with that gerbe as target.
	golem.ph.utexas.edu /string/archives/000679.html (1025 words)

	Sets to Quarks - HyperDiamond Feynman Checkerboard
		The volume of the link to the target vertex is not measured just by the number of gauge bosons, but by the volume of the minimal manifold Qforce that can carry two things: the gauge bosons, with gauge group Gforce; and the U(1) phase of the propagator from origin to target.
		Since the target Internal Symmetry Space MISforce has fundamentally a 4-dimensional HyperDiamond structure, each irreducible component is fundamentally made up of mforce-dimensional hypercubic cells, where the irreducible component hypercubic cells are 4-dimensional for Gravity and the Color force, 2-dimensional for the Weak force, and 1-dimensional for Electromagnetism.
		The link manifold to the target vertex is QC = S^5 = ShilovBdy(B^6) with volume 4pi^3 The bounded complex homogeneous domain DC is of type B^6 (ball) with volume pi^3/6 For the SU(3) Color force, mC is 4.
	www.valdostamuseum.org /hamsmith/Sets2Quarks8.html (5139 words)

	Non-linear sigma model - Wikipedia, the free encyclopedia
		In quantum field theory, a nonlinear σ model describes a scalar field Σ which takes on values in a nonlinear manifold called the target manifold T. The target manifold is equipped with a Riemannian metric g.
		New physics is needed at around the distance scale where the two point connected correlation function is of the same order as the curvature of the target manifold.
		A nonlinear σ model with G/H as the target manifold with a G-invariant Riemannian metric and a zero potential is called a quotient space (or coset space) nonlinear σ model.
	en.wikipedia.org /wiki/Non-linear_sigma_model (303 words)

	Citebase - World-manifold and target space anomalies in heterotic Green-Schwarz strings and five-branes
		The quantum consistency of sigma-models describing the dynamics of extended objects in a curved background requires the cancellation of their world-volume anomalies, which are conformal anomalies for the heterotic string and SO(1,5) Lorentz-anomalies for the heterotic five-brane, and of their ten dimensional target space anomalies.
		In determining these anomalies in a D=10 Lorentz-covariant back-ground gauge we find that for the heterotic string the worldvolume anomalies cancel for 32 heterotic fermions while for the conjectured heterotic five-brane they cancel for only 16 heterotic fermions, this result being in contrast with the string/five-brane duality conjecture.
		For what concerns the target space anomalies we find that the five-brane eight-form Lorentz-anomaly polynomial differs by a factor of 1/2 from what is expected on the basis of duality.
	citebase.eprints.org /cgi-bin/citations?id=oai:arXiv.org:hep-th/9610110 (220 words)

	Background Independence
		For example, the path integral with a curved metric is the same as the path integral with a flat target space AND a certain coherent state of gravitons inserted.
		In string theory, the target space\nmetric is fixed at the beginning, and one calculates the S-matrix on\nthis particular background.
		In string theory, the target space\nandgt; metric is fixed at the beginning, and one calculates the S-matrix on\nandgt; this particular background.\n\nThanks for your remarks, Lubos.
	www.physicsforums.com /showthread.php?t=38812 (5329 words)

	New Sensor Manifold Reduces Cabling, Speeds Diagnostics, Protects Network (Site not responding. Last check: 2007-10-08)
		ProxBlox manifolds provide a complete "no tools required" interconnection between standard proximity sensors, cylinder position sensors, photoelectric sensors and hard contact devices and a device control network.
		The manifolds provide diagnostic information to the host control system for rapid troubleshooting of open, shorted, intermittent, loosely connected, or disconnected sensors or cordsets.
		LEDs on the face of the manifold indicate target and diagnostic status for each sensor connected, as well as a communication status for the network.
	techsavvy.com /industry/file/national/03tgt/nam16.html?id=122944&... (292 words)

	P.P. Cook's Tangent Space: Vafa describes Topological String Theory
		In string theory we map, X, from a Riemann surface into a 10-dimensional manifold, M^10 which is the product of a Minkowski spacetime R^4 which we concede exists and a missing 6-dimensional manifold M^6, which many are less sure of.
		The ante was then upped a little as we moved from an S^1 target space to a CY 1-fold (=T^2, the 2-dimensional torus).
		For example, Vafa next considered the A-model and its Kahler manifold and gave an argument that the study of TST naturally leads one to be interested in CY 3-folds, without detailed knowledge of string theory.
	ppcook.blogspot.com /2005/07/vafa-describes-topological-string.html (886 words)

	Guillermo Sapiro's official website
		We discuss the framework for arbitrary target manifolds, while the domain manifold problem was addressed in [3].
		The key idea is to implicitly represent the target manifold as the level-set of a higher dimensional function, and then implement the equations in the Cartesian coordinate system of this new embedding function.
		Examples of the applications of the framework here described include harmonic maps in liquid crystals, where the target manifold is an hypersphere; probability maps, where the target manifold is an hyperplane; chroma enhancement; texture mapping; and general geometric mapping between high dimensional surfaces.
	www.ece.umn.edu /users/randallm/projects.htm (2985 words)

	Millipore Catalogue - ZipPlate<sup>®</sup> micro-SPE Plate and ... (Site not responding. Last check: 2007-10-08)
		Accessories,ZipPlate is the first device of its kind to integrate digestion, desalting, and sample concentration into one device.
		MALDIspot accessories allow purified samples to be eluted from a ZipPlate micro-SPE plate directly onto a MALDI target, which eliminates transfer steps and minimizes the risk of peptide loss.
		Samples can be eluted in as little as 1 to 2 µL of matrix, which provides the highest possible sample concentration.
	www.millipore.com /catalogue.nsf/docs/C9043 (467 words)

	Research Interest (Site not responding. Last check: 2007-10-08)
		Shortly, the GW-theory deals with spaces of pseudo-holomorphic curves in symplectic manifolds, that is with spaces of maps with source a Riemann surface and the target a symplectic manifold.
		In the HGW-theory the picture is similar, with the change that instead of considering maps whose sources are curves, one is interested in equivariant maps defined on the total space of principal bundles over Riemann surfaces with target a symplectic manifold, and which satisfy the so-called vortex equations.
		When the target manifold is a complex projective variety, the connection between the gauge theoretical setup of the HGW-theory and the algebraic-geometric one is achieved through a Kobayashi-Hitchin type correspondence.
	www.math.unibas.ch /~halic/twp/Research-Interest.html (223 words)

	The Reference Frame: Nikita on pure spinor cone (Site not responding. Last check: 2007-10-08)
		They're not a physical target space and we are not supposed to probe all of it.
		The place where Nathan's ghosts together with the other degrees of freedom are equivalent to the older formulations of the superstring is a generic point away from the tip of the cone.
		The ghosts may give you some determinants or measure from their zero modes, but all of these things are small deviations from a point in the ghost target manifold - and in Nathan's case, this point around which we expand is simply not the tip of the cone.
	motls.blogspot.com /2005/11/nikita-on-pure-spinor-cone.html (851 words)

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