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<!--        List of Special Sessions of MFI 2016          -->
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{| id="mp-upper" style="width: 100%; margin:4px 0 0 0; background:none; border-spacing: 0px;"
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<!--        List of Special Sessions of MFI 2016        -->
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{| id="mp-left" style="width:100%; vertical-align:top; background:#ffffe8;"
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| style="padding:2px;" | <h2 id="mp-tfa-h2" style="margin:3px; background:#fff7bd; font-family:inherit; font-size:120%; font-weight:bold; border:1px solid #f2ea7e;  text-align:left; color:#000; padding:0.2em 0.4em;">List of Special Sessions of MFI 2016</h2>
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As additional special sessions are announced, the title of each confirmed special session will be added to the topic list above in the paper submission interface. Authors submitting to a special session need to delay their submission until the special sessions are available. <!--If the special session you wish to submit to is not available yet, consider delaying your submission until it becomes available. In case you find a new special session that appears to be a good match for your paper and would like your paper to be considered for presentation in that session, you can use the “Edit Submission” tool to add that session to the topics associated with your paper.-->
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* [[Special_Sessions#ss1| SS1 Multi-Sensor Data Fusion for Autonomous Vehicles]]
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* [[Special_Sessions#ss2| SS2 Kalman Filters in Nonlinear State Estimation]]
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* [[Special_Sessions#ss3| SS3 Data Fusion Methods for Indoor Localization of People and Objects]]
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* [[Special_Sessions#ss4| SS4 Multimodal Image Processing and Fusion ]]
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* [[Special_Sessions#ss5| SS5 Homotopy Methods in State Estimation ]]
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</div>
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{| id="mp-upper" style="width: 100%; margin:4px 0 0 0; background:none; border-spacing: 0px;"
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<div id="ss1">
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<!--        SS1 Multi-Sensor Data Fusion for Autonomous Vehicles        -->
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| class="MainPageBG" style="width:100%; border:1px solid #d6bdde; background:#f7eff7; vertical-align:top; color:#000;" |
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{| id="mp-left" style="width:100%; vertical-align:top; background:#e7f7e76;"
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| style="padding:2px;" | <h2 id="mp-tfa-h2" style="margin:4px; background:#e7deef; font-family:inherit; font-size:120%; font-weight:bold; border:1px solid #d6bdde; text-align:left; color:#000; padding:0.2em 0.4em;">SS1 Multi-Sensor Data Fusion for Autonomous Vehicles</h2>
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| style="color:#000;" | <div id="mp-tfa" style="padding:2px 5px">
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'''Description:'''
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'''Organizers:''' [mailto:d.s.clarke@cranfield.ac.uk Daniel Clarke], [mailto:michael.fiegert@siemens.com Michael Fiegert], [mailto:zhang@fortiss.org Feihu Zhang], [mailto:gulati@fortiss.org Dhiraj Gulati], [mailto:benjamin.noack@kit.edu Benjamin Noack], [mailto:florian.faion@kit.edu Florian Faion],
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</div>
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|}
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| style="border:1px solid transparent;" |<br />
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|-
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<!--        MFI 2016 Accepted Special Sessions        -->
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{| id="mp-upper" style="width: 100%; margin:4px 0 0 0; background:none; border-spacing: 0px;"
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<div id="ss2">
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<!--        SS2 Kalman Filters in Nonlinear State Estimation      -->
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| class="MainPageBG" style="width:100%; border:1px solid #f36766; background:#f9d6c9; vertical-align:top; color:#000;" |
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{| id="mp-left" style="width:100%; vertical-align:top; background:#f9d6c9;"
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| style="padding:2px;" | <h2 id="mp-tfa-h2" style="margin:3px; background:#f5baa3; font-family:inherit; font-size:120%; font-weight:bold; border:1px solid #f36766; text-align:left; color:#000; padding:0.2em 0.4em;">SS2 Kalman Filters in Nonlinear State Estimation</h2>
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|-
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| style="color:#000;" | <div id="mp-tfa" style="padding:2px 5px">
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'''Description:''' Nonlinear state estimation is an important component in navigation, robotics, object tracking, and many other current research fields. Besides popular but computational expensive particle filters, variants of nonlinear Kalman filters or LMMSE estimators are widely used methods for state estimation. Such filters include for example the Unscented Kalman Filter, the Divided Difference Filter, or iterated Kalman filters. This session aims to cover the recent advances in the area of nonlinear Kalman filters with an emphasis on sampling and sigma-point set design, linearization techniques, and applications of Kalman filters in nonlinear state estimation scenarios.
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'''Organizers:''' [mailto:jannik.steinbring@kit.edu Jannik Steinbring], [mailto:uwe.hanebeck@kit.edu Uwe D. Hanebeck]
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</div>
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| style="border:1px solid transparent;" |<br />
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|-
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<!--        MFI 2016 Accepted Special Sessions        -->
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{| id="mp-upper" style="width: 100%; margin:4px 0 0 0; background:none; border-spacing: 0px;"
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<div id="ss3"></div>
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<!--        SS3 Data Fusion Methods for Indoor Localization of People and Objects        -->
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| class="MainPageBG" style="width:100%; border:1px solid #a3babf; background:#f5fdff; vertical-align:top; color:#000;" |
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{| id="mp-left" style="width:100%; vertical-align:top; background:#e7f7e76;"
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| style="padding:2px;" | <h2 id="mp-tfa-h2" style="margin:3px; background:#ceecf2; font-family:inherit; font-size:120%; font-weight:bold; border:1px solid #a3babf; text-align:left; color:#000; padding:0.2em 0.4em;">SS3 Data Fusion Methods for Indoor Localization of People and Objects</h2>
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| style="color:#000;" | <div id="mp-tfa" style="padding:2px 5px">
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'''Description:''' Indoor positioning has gained great importance as technology allows for affordable
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realtime sensing and processing systems. Researchers and developers can take
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advantage of the pervasiveness of WSNs (e.g., in the form of WLAN) and mobile sensors
 +
(such as smartphones) to obtain more accurate results by exploiting already existing
 +
infrastructure. Applications for indoor positioning include pedestrian navigation in
 +
public buildings and shops, location based services, safety for the elderly and
 +
impaired, museum guides, surveillance tasks, and also tracking products in manufacturing,
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warehousing, etc. Unlike outdoor environments, which are covered by GNSS to a
 +
satisfying extent, indoor navigation faces additional challenges depending on the
 +
underlying measurement system such as occlusions, reflections and attenuation. While
 +
there are a great variety of sensors and measuring principles, in practice every single
 +
measuring technique suffers from deficits. While RF and (ultra-)sound are subject to
 +
multipath propagation, optical systems are intolerant to NLOS conditions. Some systems
 +
require setting up beacons, while others are self-calibrating and easy-to-install.
 +
Data fusion can overcome these limitations by combining complementary and redundant
 +
sensing techniques, with the application of algorithmic methods such as stochastic filtering.
 +
 +
'''Organizers:''' [mailto:antonio.zea@kit.edu Antonio Zea], [mailto:florian.faion@kit.edu Florian Faion], [mailto:uwe.hanebeck@kit.edu Uwe D. Hanebeck]
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|-
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<!--        MFI 2016 Accepted Special Sessions        -->
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{| id="mp-upper" style="width: 100%; margin:4px 0 0 0; background:none; border-spacing: 0px;"
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<div id="ss4"></div>
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<!--        SS4  Multimodal Image Processing and Fusion        -->
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| class="MainPageBG" style="width:100%; border:1px solid #bdd6c6; background:#e7f7e7; vertical-align:top; color:#000;" |
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{| id="mp-left" style="width:100%; vertical-align:top; background:#e7f7e76;"
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| style="padding:2px;" | <h2 id="mp-tfa-h2" style="margin:3px; background:#d6efd6; font-family:inherit; font-size:120%; font-weight:bold; border:1px solid #bdd6c6; text-align:left; color:#000; padding:0.2em 0.4em;">SS4 Multimodal Image Processing and Fusion </h2>
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| style="color:#000;" | <div id="mp-tfa" style="padding:2px 5px">
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'''Description:''' Since the launch of the first version of the Microsoft Kinect in 2010, setting up networks based on multimodal image sensors has become extremely popular. The novelty of these devices includes the availability of not only color information, but also infrared and depth information of a scene, at a price affordable to laymen. The combination of multiple sensors and image modalities has many advantages, such as simultaneous coverage of large environments, increased resolution, redundancy, multimodal scene information, and robustness against occlusion. However, in order to exploit these benefits, multiple challenges also need to be addressed: synchronization, calibration, registration, multi-sensor fusion, large amounts of data, and last but not least, sensor-specific stochastic and set-valued uncertainties. This Special Session addresses fundamental techniques, recent developments and future research directions in the field of multimodal image processing and fusion.
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'''Organizers:''' [mailto:antonio.zea@kit.edu Antonio Zea], [mailto:florian.faion@kit.edu Florian Faion], [mailto:uwe.hanebeck@kit.edu Uwe D. Hanebeck]
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|-
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|}
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| style="border:1px solid transparent;" |<br />
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|-
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<!--        MFI 2016 Accepted Special Sessions        -->
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{| id="mp-upper" style="width: 100%; margin:4px 0 0 0; background:none; border-spacing: 0px;"
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<div id="ss5"></div>
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<!--        SS5  Homotopy Methods in State Estimation        -->
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| class="MainPageBG" style="width:100%; border:1px solid #f2ea7e; background:#ffffe8; vertical-align:top; color:#000;" |
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{| id="mp-left" style="width:100%; vertical-align:top; background:#ffffe8;"
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| style="padding:2px;" | <h2 id="mp-tfa-h2" style="margin:3px; background:#fff7bd; font-family:inherit; font-size:120%; font-weight:bold; border:1px solid #f2ea7e; text-align:left; color:#000; padding:0.2em 0.4em;">SS5 Homotopy Methods in State Estimation </h2>
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|-
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| style="color:#000;" | <div id="mp-tfa" style="padding:2px 5px">
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'''Description:''' In Bayesian state estimation, the inherent uncertainties of the underlying system and measurements are represented as probability density functions. Given new measurements, the predicted system state is updated to incorporate the new information. Traditionally, this information is introduced directly, which can lead to problems in recursive applications. In the case of discrete particle representations of the densities for example, the problem of particle degeneration is well known and has to be corrected for. Another approach is to gradually incorporate the new information through homotopy methods, allowing for a smooth transition of the underlying densities.
 +
 +
This special session is concerned with theoretical and practical aspects of homotopy methods in the context of state estimation and all works pertaining to fundamental techniques, recent developments and future research directions in this field are invited.
 +
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'''Organizers:''' [mailto:martin.pander@kit.edu Martin Pander], [mailto:uwe.hanebeck@kit.edu Uwe D. Hanebeck]
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|-
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__NOTOC____NOEDITSECTION__

Revision as of 10:37, 17 May 2016

Download Call For Special Sessions

Click here to download the call for special sessions.


List of Special Sessions of MFI 2016

As additional special sessions are announced, the title of each confirmed special session will be added to the topic list above in the paper submission interface. Authors submitting to a special session need to delay their submission until the special sessions are available.


SS1 Multi-Sensor Data Fusion for Autonomous Vehicles


SS2 Kalman Filters in Nonlinear State Estimation

Description: Nonlinear state estimation is an important component in navigation, robotics, object tracking, and many other current research fields. Besides popular but computational expensive particle filters, variants of nonlinear Kalman filters or LMMSE estimators are widely used methods for state estimation. Such filters include for example the Unscented Kalman Filter, the Divided Difference Filter, or iterated Kalman filters. This session aims to cover the recent advances in the area of nonlinear Kalman filters with an emphasis on sampling and sigma-point set design, linearization techniques, and applications of Kalman filters in nonlinear state estimation scenarios.

Organizers: Jannik Steinbring, Uwe D. Hanebeck


SS3 Data Fusion Methods for Indoor Localization of People and Objects

Description: Indoor positioning has gained great importance as technology allows for affordable realtime sensing and processing systems. Researchers and developers can take advantage of the pervasiveness of WSNs (e.g., in the form of WLAN) and mobile sensors (such as smartphones) to obtain more accurate results by exploiting already existing infrastructure. Applications for indoor positioning include pedestrian navigation in public buildings and shops, location based services, safety for the elderly and impaired, museum guides, surveillance tasks, and also tracking products in manufacturing, warehousing, etc. Unlike outdoor environments, which are covered by GNSS to a satisfying extent, indoor navigation faces additional challenges depending on the underlying measurement system such as occlusions, reflections and attenuation. While there are a great variety of sensors and measuring principles, in practice every single measuring technique suffers from deficits. While RF and (ultra-)sound are subject to multipath propagation, optical systems are intolerant to NLOS conditions. Some systems require setting up beacons, while others are self-calibrating and easy-to-install. Data fusion can overcome these limitations by combining complementary and redundant sensing techniques, with the application of algorithmic methods such as stochastic filtering.

Organizers: Antonio Zea, Florian Faion, Uwe D. Hanebeck


SS4 Multimodal Image Processing and Fusion

Description: Since the launch of the first version of the Microsoft Kinect in 2010, setting up networks based on multimodal image sensors has become extremely popular. The novelty of these devices includes the availability of not only color information, but also infrared and depth information of a scene, at a price affordable to laymen. The combination of multiple sensors and image modalities has many advantages, such as simultaneous coverage of large environments, increased resolution, redundancy, multimodal scene information, and robustness against occlusion. However, in order to exploit these benefits, multiple challenges also need to be addressed: synchronization, calibration, registration, multi-sensor fusion, large amounts of data, and last but not least, sensor-specific stochastic and set-valued uncertainties. This Special Session addresses fundamental techniques, recent developments and future research directions in the field of multimodal image processing and fusion.

Organizers: Antonio Zea, Florian Faion, Uwe D. Hanebeck


SS5 Homotopy Methods in State Estimation

Description: In Bayesian state estimation, the inherent uncertainties of the underlying system and measurements are represented as probability density functions. Given new measurements, the predicted system state is updated to incorporate the new information. Traditionally, this information is introduced directly, which can lead to problems in recursive applications. In the case of discrete particle representations of the densities for example, the problem of particle degeneration is well known and has to be corrected for. Another approach is to gradually incorporate the new information through homotopy methods, allowing for a smooth transition of the underlying densities.

This special session is concerned with theoretical and practical aspects of homotopy methods in the context of state estimation and all works pertaining to fundamental techniques, recent developments and future research directions in this field are invited.

Organizers: Martin Pander, Uwe D. Hanebeck


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