{"id":7445,"date":"2022-09-26T13:56:00","date_gmt":"2022-09-26T11:56:00","guid":{"rendered":"https:\/\/digitalhubindustry.de\/akteure\/university-of-bremen-working-group-on-optimization-and-optimal-control-o2c\/"},"modified":"2025-08-04T13:32:42","modified_gmt":"2025-08-04T11:32:42","slug":"university-of-bremen-working-group-on-optimization-and-optimal-control-o2c","status":"publish","type":"dhi-akteure","link":"https:\/\/digitalhubindustry.de\/en\/akteure\/university-of-bremen-working-group-on-optimization-and-optimal-control-o2c\/","title":{"rendered":"University of Bremen \u2013 Working Group on Optimization and Optimal Control (O2C)"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"7445\" class=\"elementor elementor-7445 elementor-5903\" data-elementor-post-type=\"dhi-akteure\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-3cac924d elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3cac924d\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-38785285\" data-id=\"38785285\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4cf752bc elementor-widget elementor-widget-theme-post-title elementor-page-title elementor-widget-heading\" data-id=\"4cf752bc\" data-element_type=\"widget\" data-widget_type=\"theme-post-title.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">University of Bremen \u2013 Working Group on Optimization and Optimal Control (O2C)<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1051dd6b elementor-widget elementor-widget-heading\" data-id=\"1051dd6b\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Optimization and optimal control<\/p>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-205dc9f7 elementor-absolute elementor-widget elementor-widget-image\" data-id=\"205dc9f7\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1\" height=\"1\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/09\/dhi-component-gold-12.svg\" class=\"attachment-full size-full wp-image-6290\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-66b8eaf4\" data-id=\"66b8eaf4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2321b385 elementor-widget elementor-widget-image\" data-id=\"2321b385\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"720\" height=\"720\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/04\/O2C@2x-tinified.png\" class=\"attachment-full size-full wp-image-5030\" alt=\"\" srcset=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/04\/O2C@2x-tinified.png 720w, https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/04\/O2C@2x-tinified-300x300.png 300w, https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/04\/O2C@2x-tinified-150x150.png 150w\" sizes=\"(max-width: 720px) 100vw, 720px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-68d16de2 elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"68d16de2\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-wider\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-1c1d721e\" data-id=\"1c1d721e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4f111116 elementor-widget elementor-widget-heading\" data-id=\"4f111116\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Who are we? <\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-362b532d elementor-widget elementor-widget-text-editor\" data-id=\"362b532d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>As industrial mathematicians, we focus on all issues relating to <strong>modeling, simulation and optimization<\/strong>, and on transferring insights from (industrial) mathematics to business and society.<\/p><p>The spectrum ranges from data-based modeling and the automated parametrization of digital twins to the <strong>optimal control<\/strong> and <strong>regulation of processes<\/strong>. In particular, our expertise lies in the area of non-linear and complex processes.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-62d69775\" data-id=\"62d69775\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-14a2190b elementor-absolute elementor-widget elementor-widget-image\" data-id=\"14a2190b\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1\" height=\"1\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/09\/dhi-component-gold-2.svg\" class=\"attachment-full size-full wp-image-6295\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b95d5e0 elementor-blockquote--skin-boxed elementor-blockquote--button-skin-link elementor-blockquote--button-view-icon-text elementor-blockquote--button-color-official elementor-widget elementor-widget-blockquote\" data-id=\"5b95d5e0\" data-element_type=\"widget\" data-widget_type=\"blockquote.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<blockquote class=\"elementor-blockquote\">\n\t\t\t<p class=\"elementor-blockquote__content\">\n\t\t\t\t\u201cWe pursue the vision that everyone can benefit from the universal knowledge of industrial mathematics. To this end, we use non-linear optimization methods and data-based processes from the field of artificial intelligence.\u201d \t\t\t<\/p>\n\t\t\t\t\t\t\t<div class=\"e-q-footer\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/twitter.com\/intent\/tweet?text=%E2%80%9CWe+pursue+the+vision+that+everyone+can+benefit+from+the+universal+knowledge+of+industrial+mathematics.+To+this+end%2C+we+use+non-linear+optimization+methods+and+data-based+processes+from+the+field+of+artificial+intelligence.%E2%80%9D+&amp;url=https%3A%2F%2Fdigitalhubindustry.de%2Fen%2F%2Fen%2Fwp-json%2Fwp%2Fv2%2Fdhi-akteure%2F7445\" class=\"elementor-blockquote__tweet-button\" target=\"_blank\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fab fa-twitter\"><\/i>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-blockquote__tweet-label\">Tweet<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/blockquote>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-382e3954 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"382e3954\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-7b1d212f\" data-id=\"7b1d212f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-55594e34 elementor-arrows-position-inside elementor-widget elementor-widget-image-carousel\" 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data-src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/09\/dhi-akteuere-o2c-1-tinified-1024x546.jpg\" alt=\"dhi-akteuere-o2c-1-tinified\" \/><div class=\"swiper-lazy-preloader\"><\/div><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 3\"><figure class=\"swiper-slide-inner\"><img class=\"swiper-slide-image swiper-lazy\" data-src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/09\/dhi-akteuere-o2c-2-tinified-1024x546.jpg\" alt=\"dhi-akteuere-o2c-2-tinified\" \/><div class=\"swiper-lazy-preloader\"><\/div><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 3\"><figure class=\"swiper-slide-inner\"><img class=\"swiper-slide-image swiper-lazy\" data-src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/09\/dhi-akteuere-o2c-3-tinified-1024x546.jpg\" alt=\"dhi-akteuere-o2c-3-tinified\" \/><div 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\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class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-68e97686\" data-id=\"68e97686\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2b6a27a6 elementor-widget elementor-widget-heading\" data-id=\"2b6a27a6\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">What do we do at the DHI? <\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4a6275a4 elementor-widget elementor-widget-text-editor\" data-id=\"4a6275a4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>At the DHI, we are the people responsible for <strong>optimization<\/strong>, optimal control and optimal regulation. Our applications focus on <strong>autonomous systems<\/strong> in particular: Vehicles, ships, agricultural machinery, large-area robotic mowers and exploratory robots, energy management and spacecraft.<\/p><p>We operate our own <strong>research vehicle<\/strong> and an <strong>energy research yard<\/strong>, complete with wind turbine and PV system, in the district of Osterholz.<\/p><p>At the DHI, the <strong>O2C<\/strong> works closely with <strong>Topas Industriemathematik<\/strong> in particular and stands for the successful transfer of this knowledge to society and industry.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-323fd7f2 elementor-absolute elementor-widget elementor-widget-image\" data-id=\"323fd7f2\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1\" height=\"1\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/03\/dhi-component-black-7-transparent.svg\" class=\"attachment-full size-full wp-image-4937\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-219ed499 elementor-section-content-middle elementor-hidden-widescreen elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet_extra elementor-hidden-tablet elementor-hidden-mobile_extra elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"219ed499\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-wider\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-76fc0aa9\" data-id=\"76fc0aa9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-12aed20f elementor-absolute elementor-widget elementor-widget-image\" data-id=\"12aed20f\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1\" height=\"1\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/02\/dhi-component-black-3-transparent.svg\" class=\"attachment-full size-full wp-image-2879\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1b03c8f7 elementor-widget elementor-widget-heading\" data-id=\"1b03c8f7\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Why the DHI? <\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4ebdcc4d elementor-widget elementor-widget-text-editor\" data-id=\"4ebdcc4d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Dies ist ein Typoblindtext. An ihm kann man sehen, ob alle Buchstaben da sind und wie sie aussehen. Manchmal benutzt man Worte wie Hamburgefonts, Rafgenduks oder Handgloves, um Schriften zu testen. Manchmal S\u00e4tze, die alle Buchstaben des Alphabets enthalten &#8211; man nennt diese S\u00e4tze \u00bbPangrams\u00ab. Sehr bekannt ist dieser: The quick brown fox jumps over the lazy old dog. Oft werden in Typoblindtexte auch fremdsprachige Satzteile eingebaut (AVAIL\u00ae and Wefox\u2122 are testing aussi la Kerning), um die Wirkung in anderen Sprachen zu testen. <\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-719cff9e\" data-id=\"719cff9e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2a16cf7d elementor-widget elementor-widget-image\" data-id=\"2a16cf7d\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"580\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/05\/DHI_Header_Betreiberverrein_03-1024x742.jpg\" class=\"attachment-large size-large wp-image-4869\" alt=\"\" srcset=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/05\/DHI_Header_Betreiberverrein_03-1024x742.jpg 1024w, https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/05\/DHI_Header_Betreiberverrein_03-300x217.jpg 300w, https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/05\/DHI_Header_Betreiberverrein_03-768x557.jpg 768w, https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/05\/DHI_Header_Betreiberverrein_03.jpg 1500w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4a4e2625 elementor-absolute elementor-widget elementor-widget-image\" data-id=\"4a4e2625\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1\" height=\"1\" src=\"https:\/\/digitalhubindustry.de\/wp-content\/uploads\/2022\/03\/akteure-header-element-yellow-1.svg\" class=\"attachment-large size-large wp-image-4935\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-591f0a33 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"591f0a33\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5df89dfc\" data-id=\"5df89dfc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8a3b990 elementor-post-navigation-borders-yes elementor-widget elementor-widget-global elementor-global-6738 elementor-widget-post-navigation\" data-id=\"8a3b990\" data-element_type=\"widget\" data-widget_type=\"post-navigation.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-post-navigation\">\n\t\t\t<div class=\"elementor-post-navigation__prev elementor-post-navigation__link\">\n\t\t\t\t<a href=\"https:\/\/digitalhubindustry.de\/en\/akteure\/connections-to-go\/\" rel=\"prev\"><span class=\"post-navigation__arrow-wrapper post-navigation__arrow-prev\"><i class=\"fa fa-chevron-left\" aria-hidden=\"true\"><\/i><span class=\"elementor-screen-only\">Prev<\/span><\/span><span class=\"elementor-post-navigation__link__prev\"><span class=\"post-navigation__prev--title\">Connections to go.<\/span><\/span><\/a>\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-post-navigation__separator-wrapper\">\n\t\t\t\t\t<div class=\"elementor-post-navigation__separator\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-post-navigation__next elementor-post-navigation__link\">\n\t\t\t\t<a href=\"https:\/\/digitalhubindustry.de\/en\/akteure\/resilient-energy-systems\/\" rel=\"next\"><span class=\"elementor-post-navigation__link__next\"><span class=\"post-navigation__next--title\">Resilient energy systems<\/span><\/span><span class=\"post-navigation__arrow-wrapper post-navigation__arrow-next\"><i class=\"fa fa-chevron-right\" aria-hidden=\"true\"><\/i><span class=\"elementor-screen-only\">Next<\/span><\/span><\/a>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5cf90b8d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5cf90b8d\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-6e2b22e\" data-id=\"6e2b22e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-63e21433 elementor-widget elementor-widget-heading\" data-id=\"63e21433\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Have we piqued <br> your interest? <\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-798eaa1b elementor-align-left elementor-widget elementor-widget-button\" data-id=\"798eaa1b\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-lg\" href=\"https:\/\/digitalhubindustry.de\/en\/contact-us-getting-here\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Find out more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-356f4405\" data-id=\"356f4405\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4e1a0e0e elementor-widget elementor-widget-heading\" data-id=\"4e1a0e0e\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Get on board!<\/h3>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"featured_media":5030,"menu_order":0,"template":"","meta":{"inline_featured_image":false,"footnotes":""},"akteure-kategorie":[38,39],"class_list":["post-7445","dhi-akteure","type-dhi-akteure","status-publish","has-post-thumbnail","hentry","akteure-kategorie-akteure-im-haus-en","akteure-kategorie-akteure-im-haus-platzhalter-en"],"_links":{"self":[{"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/dhi-akteure\/7445","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/dhi-akteure"}],"about":[{"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/types\/dhi-akteure"}],"version-history":[{"count":2,"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/dhi-akteure\/7445\/revisions"}],"predecessor-version":[{"id":13821,"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/dhi-akteure\/7445\/revisions\/13821"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/media\/5030"}],"wp:attachment":[{"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/media?parent=7445"}],"wp:term":[{"taxonomy":"akteure-kategorie","embeddable":true,"href":"https:\/\/digitalhubindustry.de\/en\/wp-json\/wp\/v2\/akteure-kategorie?post=7445"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}