The Experts below are selected from a list of 12207 Experts worldwide ranked by ideXlab platform

Mario Arturo - One of the best experts on this subject based on the ideXlab platform.

  • An Alternative Multi-Dimensional Graphical Modeling under the Uses of Multi-Dimensional Cartesian Coordinate Systems
    2010
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This research will present a new group of multi-dimensional Cartesian Coordinate Systems. The main objective is to visualize n-Dimensions in the same graphical space and time. This paper is divided into three parts. The first part reviews the literature on the graphical dimension and Cartesian Coordinate System. The second part will present how multi-dimensional Cartesian Coordinate System work. The third part of this paper shows different multidimensional Cartesian Coordinate Systems follow by the pyramid Cartesian Coordinate System, the diamond Cartesian Coordinate System, the 4-Dimensional Cartesian Coordinate System: horizontal position and vertical position, the 5-Dimensional Coordinate System: horizontal position and vertical position, Infinity-Dimensional Cartesian Coordinate System: general and specific, Multi-functional Pictorial Cartesian Coordinate System, the cube wrap Cartesian Coordinate System, The inter-linkage Cartesian Coordinate System and the mega-surface Cartesian Coordinate System.

  • how the multi dimensional partial differentiation works into the mega space Cartesian Coordinate System
    2009
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This paper is interested to show a few problems about how the multi-dimensional partial differentiation works into the mega-space Cartesian Coordinate System. It is to facilitate more about the multi-dimensional partial differentiation applicability. Hence, the multi-dimensional partial differentiation can be considered as a powerful tool for sciences and economics to analyze multi-level data behavior and the optimization of the graphical space.

  • How to Plot into the Multidimensional Cartesian Coordiante System
    SSRN Electronic Journal, 2009
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This paper is interested to show HOW to plot into the multidimensional Cartesian Coordinate System. It is based on a general explanation about the multidimensional Cartesian Coordinate System theoretical framework and some few examples. The idea is to learn and understand better how multidimensional graphs works in the process to optimize the visualization of a large database behavior into the same graphical space.

  • the application of the mega dimensional Cartesian Coordinate System in the economic policy modeling
    2008
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This paper is interested to study the different types and dimensions of graphs applied on the graphical visualization of economic policy modeling. Finally, this paper proposes the uses of multi-dimensional graphs under the application of the Mega-Space Cartesian Coordinate System in the economic policy modeling. The idea is to generate a multi-dimensional visual effect to observe complex and dynamic changes of any economic policy modeling on the same graphical space.

Florian Knoll - One of the best experts on this subject based on the ideXlab platform.

  • investigation of different polar to Cartesian Coordinate System conversion methods for tof cameras in the close up range
    Instrumentation and Measurement Technology Conference, 2015
    Co-Authors: Stephan Hussmann, Tim Holtorf, Florian Knoll
    Abstract:

    In machine vision applications, Time-of-Flight (TOF) sensors like the Photonic Mixer Devices (PMD) became considerable alternatives to common 3D sensing devices. Because of the enormous progress in TOF-vision Systems, nowadays 3D matrix cameras can be used for many applications such as robotic, automotive, industrial, medical and multimedia applications. This paper focuses on the range data resolution for machine vision applications in the close-up range. For many applications the 3D information of objects are required in Cartesian Coordinates. However TOF cameras normally deliver polar Coordinates. In this paper different polar to Cartesian Coordinate System conversion methods and their influence of the range resolution in the close-up range of TOF cameras are investigated.

  • Investigation of different polar to Cartesian Coordinate System conversion methods for ToF-cameras in the close-up range
    Conference Record - IEEE Instrumentation and Measurement Technology Conference, 2015
    Co-Authors: Stephan Hussmann, Tim Holtorf, Florian Knoll
    Abstract:

    Email Print Request Permissions My Projects is in the process of migrating to a new online community. Click icon for details. In machine vision applications, Time-of-Flight (TOF) sensors like the Photonic Mixer Devices (PMD) became considerable alternatives to common 3D sensing devices. Because of the enormous progress in TOF-vision Systems, nowadays 3D matrix cameras can be used for many applications such as robotic, automotive, industrial, medical and multimedia applications. This paper focuses on the range data resolution for machine vision applications in the close-up range. For many applications the 3D information of objects are required in Cartesian Coordinates. However TOF cameras normally deliver polar Coordinates. In this paper different polar to Cartesian Coordinate System conversion methods and their influence of the range resolution in the close-up range of TOF cameras are investigated.

Stephan Hussmann - One of the best experts on this subject based on the ideXlab platform.

  • investigation of different polar to Cartesian Coordinate System conversion methods for tof cameras in the close up range
    Instrumentation and Measurement Technology Conference, 2015
    Co-Authors: Stephan Hussmann, Tim Holtorf, Florian Knoll
    Abstract:

    In machine vision applications, Time-of-Flight (TOF) sensors like the Photonic Mixer Devices (PMD) became considerable alternatives to common 3D sensing devices. Because of the enormous progress in TOF-vision Systems, nowadays 3D matrix cameras can be used for many applications such as robotic, automotive, industrial, medical and multimedia applications. This paper focuses on the range data resolution for machine vision applications in the close-up range. For many applications the 3D information of objects are required in Cartesian Coordinates. However TOF cameras normally deliver polar Coordinates. In this paper different polar to Cartesian Coordinate System conversion methods and their influence of the range resolution in the close-up range of TOF cameras are investigated.

  • I2MTC - Investigation of different polar to Cartesian Coordinate System conversion methods for ToF-cameras in the close-up range
    2015 IEEE International Instrumentation and Measurement Technology Conference (I2MTC) Proceedings, 2015
    Co-Authors: Stephan Hussmann, Tim Holtorf, Florian J. Knoll
    Abstract:

    In machine vision applications, Time-of-Flight (TOF) sensors like the Photonic Mixer Devices (PMD) became considerable alternatives to common 3D sensing devices. Because of the enormous progress in TOF-vision Systems, nowadays 3D matrix cameras can be used for many applications such as robotic, automotive, industrial, medical and multimedia applications. This paper focuses on the range data resolution for machine vision applications in the close-up range. For many applications the 3D information of objects are required in Cartesian Coordinates. However TOF cameras normally deliver polar Coordinates. In this paper different polar to Cartesian Coordinate System conversion methods and their influence of the range resolution in the close-up range of TOF cameras are investigated.

  • Investigation of different polar to Cartesian Coordinate System conversion methods for ToF-cameras in the close-up range
    Conference Record - IEEE Instrumentation and Measurement Technology Conference, 2015
    Co-Authors: Stephan Hussmann, Tim Holtorf, Florian Knoll
    Abstract:

    Email Print Request Permissions My Projects is in the process of migrating to a new online community. Click icon for details. In machine vision applications, Time-of-Flight (TOF) sensors like the Photonic Mixer Devices (PMD) became considerable alternatives to common 3D sensing devices. Because of the enormous progress in TOF-vision Systems, nowadays 3D matrix cameras can be used for many applications such as robotic, automotive, industrial, medical and multimedia applications. This paper focuses on the range data resolution for machine vision applications in the close-up range. For many applications the 3D information of objects are required in Cartesian Coordinates. However TOF cameras normally deliver polar Coordinates. In this paper different polar to Cartesian Coordinate System conversion methods and their influence of the range resolution in the close-up range of TOF cameras are investigated.

Erik L.j Bohez - One of the best experts on this subject based on the ideXlab platform.

  • Five-axis milling machine tool kinematic chain design and analysis
    International Journal of Machine Tools and Manufacture, 2002
    Co-Authors: Erik L.j Bohez
    Abstract:

    Five-axis CNC machining centers have become quite common today. The kinematics of most of the machines are based on a rectangular Cartesian Coordinate System. This paper classifies the possible conceptual designs and actual existing implementations based on the theoretically possible combinations of the degrees of freedom. Some useful quantitative parameters, such as the workspace utilization factor, machine tool space efficiency, orientation space index and orientation angle index are defined. The advantages and disadvantages of each concept are analyzed. Criteria for selection and design of a machine configuration are given. New concepts based on the Stewart platform have been introduced recently in industry and are also briefly discussed.

Ruiz Estrada - One of the best experts on this subject based on the ideXlab platform.

  • An Alternative Multi-Dimensional Graphical Modeling under the Uses of Multi-Dimensional Cartesian Coordinate Systems
    2010
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This research will present a new group of multi-dimensional Cartesian Coordinate Systems. The main objective is to visualize n-Dimensions in the same graphical space and time. This paper is divided into three parts. The first part reviews the literature on the graphical dimension and Cartesian Coordinate System. The second part will present how multi-dimensional Cartesian Coordinate System work. The third part of this paper shows different multidimensional Cartesian Coordinate Systems follow by the pyramid Cartesian Coordinate System, the diamond Cartesian Coordinate System, the 4-Dimensional Cartesian Coordinate System: horizontal position and vertical position, the 5-Dimensional Coordinate System: horizontal position and vertical position, Infinity-Dimensional Cartesian Coordinate System: general and specific, Multi-functional Pictorial Cartesian Coordinate System, the cube wrap Cartesian Coordinate System, The inter-linkage Cartesian Coordinate System and the mega-surface Cartesian Coordinate System.

  • how the multi dimensional partial differentiation works into the mega space Cartesian Coordinate System
    2009
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This paper is interested to show a few problems about how the multi-dimensional partial differentiation works into the mega-space Cartesian Coordinate System. It is to facilitate more about the multi-dimensional partial differentiation applicability. Hence, the multi-dimensional partial differentiation can be considered as a powerful tool for sciences and economics to analyze multi-level data behavior and the optimization of the graphical space.

  • How to Plot into the Multidimensional Cartesian Coordiante System
    SSRN Electronic Journal, 2009
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This paper is interested to show HOW to plot into the multidimensional Cartesian Coordinate System. It is based on a general explanation about the multidimensional Cartesian Coordinate System theoretical framework and some few examples. The idea is to learn and understand better how multidimensional graphs works in the process to optimize the visualization of a large database behavior into the same graphical space.

  • the application of the mega dimensional Cartesian Coordinate System in the economic policy modeling
    2008
    Co-Authors: Ruiz Estrada, Mario Arturo
    Abstract:

    This paper is interested to study the different types and dimensions of graphs applied on the graphical visualization of economic policy modeling. Finally, this paper proposes the uses of multi-dimensional graphs under the application of the Mega-Space Cartesian Coordinate System in the economic policy modeling. The idea is to generate a multi-dimensional visual effect to observe complex and dynamic changes of any economic policy modeling on the same graphical space.