Topics
Countries
Germany News
Would you like to access news/blog content published by sources located in Germany?
Code example
If you'd like to make a REST call, then make a following POST request:
Endpoint /api/v1/article/getArticles
Request body
{
"sourceLocationUri": "http://en.wikipedia.org/wiki/Germany",
"resultType": "articles",
"apiKey": "API_KEY"
}
If you'd like instead to do a GET request then call:
/api/v1/article/getArticles?sourceLocationUri=http%3A%2F%2Fen.wikipedia.org%2Fwiki%2FGermany&resultType=articles&apiKey=API_KEY
Example of JSON response
Below is an example JSON object that you would receive as the result of the request. You can retrieve also additional properties such as concepts, categories, source details, etc. by specifying additional parameters in the request as described on the documentation page.
{
"articles": {
"results": [
{
"uri": "9360392318",
"lang": "deu",
"isDuplicate": true,
"date": "2026-06-16",
"time": "23:24:30",
"dateTime": "2026-06-16T23:24:30Z",
"dateTimePub": "2026-06-16T23:24:14Z",
"dataType": "news",
"sim": 0,
"url": "https://www.come-on.de/politik/g7-staaten-kuendigen-neue-sanktionen-gegen-russland-an-zr-94354675.html",
"title": "G7-Staaten kündigen neue Sanktionen gegen Russland an",
"body": "Mehr Waffen, schärfere Sanktionen: Die G7 setzen auf zusätzlichen Druck gegen Russland. Kanzler Merz sieht einen \"Tag der Hoffnung\" für die Ukraine.\n\nÉvian - Die USA und die anderen G7-Staaten wollen mit zusätzlichem Druck auf Russland die Bemühungen um ein Ende des Ukraine-Krieges intensivieren. In einer Erklärung der Staats- und Regierungschefs vom Gipfeltreffen im französischen Évian heißt es, man werde die Sanktionen verschärfen, auch im Öl- und Gassektor. Zudem habe man vereinbart, die Lieferung von weitreichenden Waffen und Luftverteidigungskapazitäten auszuweiten.\n\nMit dem Ausbau der Unterstützung soll nach Angaben der G7 die neue Dynamik unterstützt werden, die in den vergangenen Monaten durch ukrainische Fortschritte an der Front entstanden ist. Zudem wird von einem \"richtigen Zeitpunkt\" nach dem US-Deal mit dem Iran zur Wiederöffnung der Straße von Hormus gesprochen.\n\nNeben zusätzlichen Waffen versprechen die G7-Staaten der Ukraine in der Erklärung auch zusätzliche Unterstützung, um den kommenden Winter zu bewältigen. Darüber hinaus sichern sie dem Land zu, die Vergabe von Lizenzen für eine Steigerung der militärischen Produktion zu prüfen.\n\nBereits vor der Veröffentlichung des Textes hatten sich Gipfelteilnehmer wie Bundeskanzler Friedrich Merz sehr zufrieden mit den Gesprächen zum Ukraine-Krieg gezeigt. Zum Auftreten von US-Präsident Donald Trump sagte Merz, er habe diesen \"sehr kooperativ gesehen\". Deswegen sei er zu einem gewissen Grad optimistisch, dass Europäer und Amerikaner nun zusammen alles unternehmen, um den Krieg zu beenden. Der Kanzler sprach von einem \"Tag der Hoffnung\" und sagte zur aktuellen Lage der Ukraine: \"Das kann vielleicht erstmals eine Chance auf einen Frieden eröffnen.\"\n\nNeben Trump und Merz nahmen an den Beratungen bei dem G7-Gipfel führender westlicher Demokratien in Frankreich die Staats- und Regierungschefs von Frankreich, Großbritannien, Italien, Kanada und Japan sowie die EU-Spitzen teil. Der ukrainischen Präsident Wolodymyr Selenskyj war als Gast eingeladen. dpa",
"source": {
"uri": "come-on.de",
"dataType": "news",
"title": "come-on.de"
},
"authors": [],
"concepts": [
{
"uri": "http://en.wikipedia.org/wiki/Group_of_Seven",
"type": "org",
"score": 5,
"label": {
"eng": "Group of Seven"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Sanctions_(law)",
"type": "wiki",
"score": 5,
"label": {
"eng": "Sanctions (law)"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Russia",
"type": "loc",
"score": 5,
"label": {
"eng": "Russia"
},
"location": {
"type": "country",
"label": {
"eng": "Russia"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Friedrich_Merz",
"type": "person",
"score": 4,
"label": {
"eng": "Friedrich Merz"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Ukraine",
"type": "loc",
"score": 4,
"label": {
"eng": "Ukraine"
},
"location": {
"type": "country",
"label": {
"eng": "Ukraine"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/War_in_Donbass",
"type": "wiki",
"score": 3,
"label": {
"eng": "War in Donbass"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Petroleum",
"type": "wiki",
"score": 3,
"label": {
"eng": "Petroleum"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Chancellor_of_Germany",
"type": "wiki",
"score": 3,
"label": {
"eng": "Chancellor of Germany"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Évian-les-Bains",
"type": "loc",
"score": 3,
"label": {
"eng": "Évian-les-Bains"
},
"location": {
"type": "place",
"label": {
"eng": "Évian-les-Bains"
},
"country": {
"type": "country",
"label": {
"eng": "France"
}
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/United_States",
"type": "loc",
"score": 3,
"label": {
"eng": "United States"
},
"location": {
"type": "country",
"label": {
"eng": "United States"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Strait_of_Hormuz",
"type": "wiki",
"score": 2,
"label": {
"eng": "Strait of Hormuz"
}
},
{
"uri": "http://en.wikipedia.org/wiki/European_Council",
"type": "org",
"score": 2,
"label": {
"eng": "European Council"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Iran",
"type": "loc",
"score": 2,
"label": {
"eng": "Iran"
},
"location": {
"type": "country",
"label": {
"eng": "Iran"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/France",
"type": "loc",
"score": 2,
"label": {
"eng": "France"
},
"location": {
"type": "country",
"label": {
"eng": "France"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Volodymyr_Zelenskyy",
"type": "person",
"score": 1,
"label": {
"eng": "Volodymyr Zelenskyy"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Democracy",
"type": "wiki",
"score": 1,
"label": {
"eng": "Democracy"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Deutsche_Presse-Agentur",
"type": "wiki",
"score": 1,
"label": {
"eng": "Deutsche Presse-Agentur"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Europe",
"type": "loc",
"score": 1,
"label": {
"eng": "Europe"
},
"location": null
},
{
"uri": "http://en.wikipedia.org/wiki/Donald_Trump",
"type": "person",
"score": 1,
"label": {
"eng": "Donald Trump"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Japan",
"type": "loc",
"score": 1,
"label": {
"eng": "Japan"
},
"location": {
"type": "country",
"label": {
"eng": "Japan"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Italy",
"type": "loc",
"score": 1,
"label": {
"eng": "Italy"
},
"location": {
"type": "country",
"label": {
"eng": "Italy"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/United_Kingdom",
"type": "loc",
"score": 1,
"label": {
"eng": "United Kingdom"
},
"location": {
"type": "country",
"label": {
"eng": "United Kingdom"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Canada",
"type": "loc",
"score": 1,
"label": {
"eng": "Canada"
},
"location": {
"type": "country",
"label": {
"eng": "Canada"
}
}
}
],
"categories": [
{
"uri": "news/Politics",
"label": "news/Politics",
"wgt": 75
},
{
"uri": "iptc/politics_and_government/international_relations",
"label": "iptc/politics and government/international relations",
"wgt": 94
}
],
"image": "https://www.come-on.de/assets/images/42/987/42987130-g7-gipfel-Sef.jpg",
"eventUri": null,
"sentiment": null,
"wgt": 519348270,
"relevance": 1
},
{
"uri": "9360392217",
"lang": "deu",
"isDuplicate": false,
"date": "2026-06-16",
"time": "23:24:15",
"dateTime": "2026-06-16T23:24:15Z",
"dateTimePub": "2026-06-16T23:23:52Z",
"dataType": "news",
"sim": 0.6901960968971252,
"url": "https://www.soester-anzeiger.de/politik/g7-staaten-kuendigen-neue-sanktionen-gegen-russland-an-zr-94354675.html",
"title": "G7-Staaten kündigen neue Sanktionen gegen Russland an",
"body": "Mehr Waffen, schärfere Sanktionen: Die G7 setzen auf zusätzlichen Druck gegen Russland. Kanzler Merz sieht einen \"Tag der Hoffnung\" für die Ukraine.\n\nÉvian - Die USA und die anderen G7-Staaten wollen mit zusätzlichem Druck auf Russland die Bemühungen um ein Ende des Ukraine-Krieges intensivieren. In einer Erklärung der Staats- und Regierungschefs vom Gipfeltreffen im französischen Évian heißt es, man werde die Sanktionen verschärfen, auch im Öl- und Gassektor. Zudem habe man vereinbart, die Lieferung von weitreichenden Waffen und Luftverteidigungskapazitäten auszuweiten.\n\nMit dem Ausbau der Unterstützung soll nach Angaben der G7 die neue Dynamik unterstützt werden, die in den vergangenen Monaten durch ukrainische Fortschritte an der Front entstanden ist. Zudem wird von einem \"richtigen Zeitpunkt\" nach dem US-Deal mit dem Iran zur Wiederöffnung der Straße von Hormus gesprochen.\n\nNeben zusätzlichen Waffen versprechen die G7-Staaten der Ukraine in der Erklärung auch zusätzliche Unterstützung, um den kommenden Winter zu bewältigen. Darüber hinaus sichern sie dem Land zu, die Vergabe von Lizenzen für eine Steigerung der militärischen Produktion zu prüfen.\n\nBereits vor der Veröffentlichung des Textes hatten sich Gipfelteilnehmer wie Bundeskanzler Friedrich Merz sehr zufrieden mit den Gesprächen zum Ukraine-Krieg gezeigt. Zum Auftreten von US-Präsident Donald Trump sagte Merz, er habe diesen \"sehr kooperativ gesehen\". Deswegen sei er zu einem gewissen Grad optimistisch, dass Europäer und Amerikaner nun zusammen alles unternehmen, um den Krieg zu beenden. Der Kanzler sprach von einem \"Tag der Hoffnung\" und sagte zur aktuellen Lage der Ukraine: \"Das kann vielleicht erstmals eine Chance auf einen Frieden eröffnen.\"\n\nNeben Trump und Merz nahmen an den Beratungen bei dem G7-Gipfel führender westlicher Demokratien in Frankreich die Staats- und Regierungschefs von Frankreich, Großbritannien, Italien, Kanada und Japan sowie die EU-Spitzen teil. Der ukrainischen Präsident Wolodymyr Selenskyj war als Gast eingeladen. dpa",
"source": {
"uri": "soester-anzeiger.de",
"dataType": "news",
"title": "Soester-Anzeiger.de"
},
"authors": [],
"concepts": [
{
"uri": "http://en.wikipedia.org/wiki/Group_of_Seven",
"type": "org",
"score": 5,
"label": {
"eng": "Group of Seven"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Sanctions_(law)",
"type": "wiki",
"score": 5,
"label": {
"eng": "Sanctions (law)"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Russia",
"type": "loc",
"score": 5,
"label": {
"eng": "Russia"
},
"location": {
"type": "country",
"label": {
"eng": "Russia"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Friedrich_Merz",
"type": "person",
"score": 4,
"label": {
"eng": "Friedrich Merz"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Ukraine",
"type": "loc",
"score": 4,
"label": {
"eng": "Ukraine"
},
"location": {
"type": "country",
"label": {
"eng": "Ukraine"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/War_in_Donbass",
"type": "wiki",
"score": 3,
"label": {
"eng": "War in Donbass"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Petroleum",
"type": "wiki",
"score": 3,
"label": {
"eng": "Petroleum"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Chancellor_of_Germany",
"type": "wiki",
"score": 3,
"label": {
"eng": "Chancellor of Germany"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Évian-les-Bains",
"type": "loc",
"score": 3,
"label": {
"eng": "Évian-les-Bains"
},
"location": {
"type": "place",
"label": {
"eng": "Évian-les-Bains"
},
"country": {
"type": "country",
"label": {
"eng": "France"
}
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/United_States",
"type": "loc",
"score": 3,
"label": {
"eng": "United States"
},
"location": {
"type": "country",
"label": {
"eng": "United States"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Strait_of_Hormuz",
"type": "wiki",
"score": 2,
"label": {
"eng": "Strait of Hormuz"
}
},
{
"uri": "http://en.wikipedia.org/wiki/European_Council",
"type": "org",
"score": 2,
"label": {
"eng": "European Council"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Iran",
"type": "loc",
"score": 2,
"label": {
"eng": "Iran"
},
"location": {
"type": "country",
"label": {
"eng": "Iran"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/France",
"type": "loc",
"score": 2,
"label": {
"eng": "France"
},
"location": {
"type": "country",
"label": {
"eng": "France"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Volodymyr_Zelenskyy",
"type": "person",
"score": 1,
"label": {
"eng": "Volodymyr Zelenskyy"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Democracy",
"type": "wiki",
"score": 1,
"label": {
"eng": "Democracy"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Deutsche_Presse-Agentur",
"type": "wiki",
"score": 1,
"label": {
"eng": "Deutsche Presse-Agentur"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Europe",
"type": "loc",
"score": 1,
"label": {
"eng": "Europe"
},
"location": null
},
{
"uri": "http://en.wikipedia.org/wiki/Donald_Trump",
"type": "person",
"score": 1,
"label": {
"eng": "Donald Trump"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Japan",
"type": "loc",
"score": 1,
"label": {
"eng": "Japan"
},
"location": {
"type": "country",
"label": {
"eng": "Japan"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Italy",
"type": "loc",
"score": 1,
"label": {
"eng": "Italy"
},
"location": {
"type": "country",
"label": {
"eng": "Italy"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/United_Kingdom",
"type": "loc",
"score": 1,
"label": {
"eng": "United Kingdom"
},
"location": {
"type": "country",
"label": {
"eng": "United Kingdom"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Canada",
"type": "loc",
"score": 1,
"label": {
"eng": "Canada"
},
"location": {
"type": "country",
"label": {
"eng": "Canada"
}
}
}
],
"categories": [
{
"uri": "news/Politics",
"label": "news/Politics",
"wgt": 75
},
{
"uri": "iptc/politics_and_government/international_relations",
"label": "iptc/politics and government/international relations",
"wgt": 94
}
],
"image": "https://www.soester-anzeiger.de/assets/images/42/987/42987130-g7-gipfel-Sef.jpg",
"eventUri": "eng-11741431",
"sentiment": null,
"wgt": 519348255,
"relevance": 1
},
{
"uri": "9360392210",
"lang": "eng",
"isDuplicate": true,
"date": "2026-06-16",
"time": "23:24:03",
"dateTime": "2026-06-16T23:24:03Z",
"dateTimePub": "2026-06-16T23:23:34Z",
"dataType": "news",
"sim": 0,
"url": "https://www.transfermarkt.co.uk/paqueta-lookman-guendouzi-amp-amp-co-the-25-most-expensive-transfers-of-the-winter-window/thread/forum/559/thread_id/16600/page/1",
"title": "Paquetá, Lookman, Guendouzi & Co. - The 25 most expensive transfers of the winter window - News Board - Forum | Page 1 | Page 1",
"body": "What's most striking to me is that over €2 billion was spent and yet there isn't really a single transfer that feels truly shocking. In previous years you'd usually have one or two deals that completely dominated the headlines, whereas this window seems more about clubs making several expensive additions rather than one huge statement signing.\n\nThe Paquetá move back to Brazil is probably the most interesting story. It says a lot about how financially strong some Brazilian clubs have become that they can attract players from major European leagues for fees of that size.\n\nI also think Palace deserve credit for being ambitious. Spending heavily on players like Strand Larsen shows they're trying to establish themselves in the next tier rather than simply aiming to survive every season. Whether the signings work is another question, but the intent is clear.",
"source": {
"uri": "transfermarkt.co.uk",
"dataType": "news",
"title": "transfermarkt.co.uk"
},
"authors": [],
"concepts": [
{
"uri": "http://en.wikipedia.org/wiki/Lucas_Paquetá",
"type": "person",
"score": 4,
"label": {
"eng": "Lucas Paquetá"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Matteo_Guendouzi",
"type": "person",
"score": 3,
"label": {
"eng": "Matteo Guendouzi"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Ademola_Lookman",
"type": "person",
"score": 3,
"label": {
"eng": "Ademola Lookman"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Brazil",
"type": "loc",
"score": 2,
"label": {
"eng": "Brazil"
},
"location": {
"type": "country",
"label": {
"eng": "Brazil"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Jørgen_Strand_Larsen",
"type": "person",
"score": 1,
"label": {
"eng": "Jørgen Strand Larsen"
}
}
],
"categories": [
{
"uri": "dmoz/Sports/Soccer/Statistics",
"label": "dmoz/Sports/Soccer/Statistics",
"wgt": 14
},
{
"uri": "dmoz/Sports/Soccer/National_Teams",
"label": "dmoz/Sports/Soccer/National Teams",
"wgt": 11
},
{
"uri": "dmoz/Sports/Cricket/Players",
"label": "dmoz/Sports/Cricket/Players",
"wgt": 11
},
{
"uri": "iptc/economy,_business_and_finance",
"label": "iptc/economy, business and finance",
"wgt": 81
},
{
"uri": "iptc/sport/competition_discipline",
"label": "iptc/sport/competition discipline",
"wgt": 84
}
],
"image": "https://tmssl.akamaized.net/images/tm_logo.png",
"eventUri": null,
"sentiment": 0.4431372549019608,
"wgt": 519348243,
"relevance": 1
},
{
"uri": "9360392069",
"lang": "eng",
"isDuplicate": false,
"date": "2026-06-16",
"time": "23:24:02",
"dateTime": "2026-06-16T23:24:02Z",
"dateTimePub": "2026-06-16T23:23:34Z",
"dataType": "news",
"sim": 0,
"url": "https://www.transfermarkt.co.uk/paqueta-lookman-guendouzi-amp-amp-co-the-25-most-expensive-transfers-of-the-winter-window/thread/forum/559/thread_id/16600",
"title": "Paquetá, Lookman, Guendouzi & Co. - The 25 most expensive transfers of the winter window - News Board - Forum | Page 1",
"body": "What's most striking to me is that over €2 billion was spent and yet there isn't really a single transfer that feels truly shocking. In previous years you'd usually have one or two deals that completely dominated the headlines, whereas this window seems more about clubs making several expensive additions rather than one huge statement signing.\n\nThe Paquetá move back to Brazil is probably the most interesting story. It says a lot about how financially strong some Brazilian clubs have become that they can attract players from major European leagues for fees of that size.\n\nI also think Palace deserve credit for being ambitious. Spending heavily on players like Strand Larsen shows they're trying to establish themselves in the next tier rather than simply aiming to survive every season. Whether the signings work is another question, but the intent is clear.",
"source": {
"uri": "transfermarkt.co.uk",
"dataType": "news",
"title": "transfermarkt.co.uk"
},
"authors": [],
"concepts": [
{
"uri": "http://en.wikipedia.org/wiki/Lucas_Paquetá",
"type": "person",
"score": 4,
"label": {
"eng": "Lucas Paquetá"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Matteo_Guendouzi",
"type": "person",
"score": 3,
"label": {
"eng": "Matteo Guendouzi"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Ademola_Lookman",
"type": "person",
"score": 3,
"label": {
"eng": "Ademola Lookman"
}
},
{
"uri": "http://en.wikipedia.org/wiki/Brazil",
"type": "loc",
"score": 2,
"label": {
"eng": "Brazil"
},
"location": {
"type": "country",
"label": {
"eng": "Brazil"
}
}
},
{
"uri": "http://en.wikipedia.org/wiki/Jørgen_Strand_Larsen",
"type": "person",
"score": 1,
"label": {
"eng": "Jørgen Strand Larsen"
}
}
],
"categories": [
{
"uri": "dmoz/Sports/Soccer/Statistics",
"label": "dmoz/Sports/Soccer/Statistics",
"wgt": 14
},
{
"uri": "dmoz/Sports/Soccer/National_Teams",
"label": "dmoz/Sports/Soccer/National Teams",
"wgt": 11
},
{
"uri": "dmoz/Sports/Cricket/Players",
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"title": "Splitting schemes for ODEs with goal-oriented error estimation - BIT Numerical Mathematics",
"body": "In this work, we consider the following problem formulation: let \\(m \\in \\mathbb {N}\\) and time interval \\(\\mathcal {I}:= \\left[ t_0, t_n \\right] \\subset \\mathbb {R}\\) be given. We seek \\(U \\in \\mathcal {U}:= H^1 \\left( \\mathcal {I}, \\mathbb {R}^m \\right) \\) which satisfies the linear initial value problem\n\nwith given coefficient matrix \\(B \\in \\mathbb {R}^{m \\times m}\\), continuous right-hand side \\(Y: \\mathcal {I}\\rightarrow \\mathbb {R}^m\\) and initial value \\(U_{t_0} \\in \\mathbb {R}^m\\). Furthermore, to streamline the presentation and to not hide the main novelties behind technical details, we consider a discrete quantity of interest (QoI)\n\nwith \\(R\\in \\mathbb {N}\\) time points of interest \\(\\tau _r\\in \\mathcal {I}\\) and given weight vectors \\(J_r\\in \\mathbb {R}^m\\) for \\(r = 1, \\ldots , R\\). We assume that \\(\\tau _R = t_n\\) which can always be done w.l.o.g. by setting \\(J_R=0\\).\n\nNext, we introduce the splitting and dynamic iteration (Sect. 2.1) and view the whole process of the iterations together as a stacked system (Sect. 2.2). This novel view aims at providing the means to estimate the error in the QoI J and adaptively refine the discretization in order to achieve accurate results at low cost.\n\n2.1 Construction of splitting schemes\n\nFor solving the full system (1), we use a dynamic iteration (DI) scheme to iteratively compute an approximation by solving subsystems. Dynamic iteration -- also waveform relaxation -- was first proposed in [1]. It translates ideas of iterative methods for linear systems to systems of differential equations: some occurrences of the unknown \\(U_i\\) in (1) are replaced with a known guess \\(\\check{U}_i\\) and then the resulting simplified problem is solved. One obtains an approximation \\(\\hat{U}\\) to U. By iteration, it is possible to construct a sequence, which convergences to the solution U, see [11].\n\nGiven an initial waveform \\(U_0 \\in \\mathcal {U}\\) satisfying \\(U_0 \\left( t_0 \\right) = U_{t_0}\\), e.g. \\(U_0 \\equiv U_{t_0}\\), a DI splitting scheme for the ODE initial value problem (1) may be constructed by choosing a splitting matrix \\(S \\in \\left\\{ 0, 1 \\right\\} ^{m \\times m}\\) and defining\n\nwhere \\(*\\) denotes elementwise multiplication. Then, for \\(k \\ge 1\\), \\(U_k\\) is defined from \\(U_{k-1}\\) as solution of the initial value problem\n\nNotice, if the entry \\(s_{i \\; \\! j}\\) of S is 0, the unknown \\(u_{k, j}\\) is replaced by the previous iterate \\(u_{k - 1, j}\\) in i-th equation of (4). Therefore, \\(S = 1^{m \\times m}\\) corresponds to the original, fully coupled Setting (1). Prominent splitting schemes are:\n\nFurther splitting methods as block splitting, underrelaxation and overlapping can be also encoded via a splitting matrix S and may be used in our proposed framework. In particular, overlapping can improve convergence rates [19].\n\nConsidering the split model (4) instead of (1) results in a splitting error\n\nIn general, we expect \\(U_k\\) to become more accurate as k increases. Therefore, we use the last iterate to compute an approximation of the QoI.\n\nIn this setting, the following result provides an estimate of the splitting error in the QoI and hence provides a goal-oriented perspective. By \\(\\left\\| \\cdot \\right\\| \\), we denote the Euclidean vector norm and the induced matrix norm.\n\nProposition 1\n\nWe consider problem (1). Given a splitting matrix \\(S \\ne 0^{m \\times m}\\) with split model (4), then the error \\(E_{K}\\) (5) after \\(K\\) iterations leads to an error in the QoI (2) \\(J \\left( E_{K} \\right) \\), which is bounded as follows\n\nwith \\(L_1 = \\mu _{\\max } \\left( \\frac{\\hat{B} + \\hat{B}^T}{2} \\right) \\), \\(L_2 = \\left\\| \\check{B} \\right\\| \\).\n\nProof\n\nUsing the triangle and Cauchy-Schwarz inequalities, we get\n\nIt now remains to bound \\(\\left\\| E_{K} \\left( t_r \\right) \\right\\| \\). Thereby, we rewrite (4) as\n\nand note that the right hand side F satisfies the following Lipschitz conditions:\n\nThe constants \\(L_1\\) and \\(L_2\\) in this case are the logarithmic norm of \\(\\hat{B}\\) and the matrix norm of \\(L_2\\) respectively, as given above.\n\nUsing [11, Theorem 7.9.3], we have for the error in the dynamic iteration\n\nWe can use this bound in (7) for each \\(t_r\\). Due to \\(\\left[ t_0, t_r \\right] \\subseteq \\mathcal {I}\\), we have\n\nwhich gives the stated error bound (6). \\(\\square \\)\n\nRemark 1\n\n(i) Note that \\(L_1 = 0\\) if and only if \\(S = 0^{m \\times m}\\), which was excluded. This case corresponds to the Picard-scheme which is not relevant in practical applications. Still, it is possible to obtain error bounds, see for instance [20, Theorem 3].\n\n(ii) In case of a dissipative system, i.e. \\(L_1 < 0\\), we have\n\nIf we additionally have \\(- L_1 > L_2\\), then (6) implies that the dynamic iteration is contractive. More precisely, by choosing S such that the coupling ratio \\(\\left| \\frac{L_2}{L_1} \\right| \\) is minimized, the speed of convergence can be improved.\n\n(iii) In the more general case where \\(L_1\\) may be positive, it is still possible to obtain proof of asymptotic convergence [11, Theorem 7.9.2]. However, in practice the error may blow up beyond the maximum machine number during early iterations [21].\n\nIn practice, the number of iterations is limited. In this work, we aim to balance the splitting error estimator with the discretization error estimator introduced below. The details are given in Sect. 4 (there, we also use the abbreviation \\(\\nu \\) for the splitting error in J).\n\n2.2 A holistic variational formulation for dynamic iteration\n\nFor a total number of dynamic iteration steps \\(K\\in \\mathbb {N}\\), we stack the respective ODEs into a single system:\n\nwith initial waveform \\(U_0 \\left( t \\right) \\). This allows for a more rigorous derivation of the DWR based error estimators later (Sect. 2.3). Additionally, it makes the flow of information -- forward through iterations for the primal problem and backward in inverse order for the dual -- more transparent. It also highlights the influence of the initial waveform. On the other hand, for the practical evaluation of the variational problem, it is better to return to the individual steps.\n\nWe rewrite (8) more compactly as\n\nwith initial value\n\nAs explained above, we only use the final result \\(U_K\\) for the computation of J. Therefore, the stacked goal functional \\(\\textbf{J}^{\\left( K \\right) }\\) is given by\n\nThe corresponding stacked weight vectors are then\n\nfor \\(r = 1, \\ldots , R\\). These will be used to derive the right hand side of the dual problem.\n\nTo obtain a weak formulation of (8), we consider the test space \\(\\mathcal {V} \\subseteq L^{\\infty } \\left( \\mathcal {I}, \\mathbb {R}^m \\right) \\), use stacked solutions \\(\\textbf{U}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {U}}^{\\left( K \\right) }:= \\mathcal {U} \\times \\ldots \\times \\mathcal {U}\\) and stacked test functions \\(\\textbf{V}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {V}}^{\\left( K \\right) }:= \\mathcal {V} \\times \\ldots \\times \\mathcal {V}\\) to define\n\nWith these definitions, we have:\n\nStacked primal variational problem.\n\nGiven the initial value problem (1). Let an initial waveform \\(U_0 \\in \\mathcal {U}\\) be given which satisfies the initial condition in (1). Then, the stacked variational problem is to find \\(\\textbf{U}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {U}}^{\\left( K \\right) }\\) such that for every test function \\(\\textbf{V}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {V}}^{\\left( K \\right) }\\) holds\n\nThis stacked view now provides the basis for the arguments in the following section.\n\n2.3 Dual weighted residual method\n\nUsing the variational formulation (10), we derive a goal-oriented error estimator for the dynamic iteration method (8) based on the dual weighted residual (DWR) method [4].\n\nWe briefly provide the derivation, which is standard for goal-oriented refinements [4]. To this end, we reinterpret the variational problem as the trivial constrained optimization problem to minimize the quantity of interest \\(\\textbf{J}^{\\left( K \\right) } \\left( \\textbf{U}^{\\left( K \\right) } \\right) \\) for \\(\\textbf{U}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {U}}^{\\left( K \\right) }\\) subject to (10). The solution to this problem can be determined by finding a stationary point \\(\\left( \\textbf{U}^{\\left( K \\right) }_s, \\textbf{Z}^{\\left( K \\right) }_s \\right) \\in \\mathbf {\\mathcal {U}}^{\\left( K \\right) } \\times \\mathbf {\\mathcal {V}}^{\\left( K \\right) }\\) of the Lagrangian function\n\nIn the present linear case, the first-order optimality condition is for the two equations\n\nto hold for all \\(\\textbf{V}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {V}}^{\\left( K \\right) }\\) and \\(\\textbf{W}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {U}}^{\\left( K \\right) }\\). We note that (11) is the (primal) variational equation (10) while (12) is the adjoint (or dual) equation for the adjoint (or dual) solution \\(\\textbf{Z}^{\\left( K \\right) }\\).\n\nStacked dual variational problem.\n\nFind \\(\\textbf{Z}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {V}}^{\\left( K \\right) }\\) such that for all \\(\\textbf{W}^{\\left( K \\right) } \\in \\mathbf {\\mathcal {U}}^{\\left( K \\right) }\\) holds\n\nwith\n\nRemark 2\n\nIf \\(\\textbf{Z}^{\\left( K \\right) } \\in H^1 \\left( \\mathcal {I}, \\mathbb {R}^m \\right) \\), we may use integration by parts to rewrite \\(\\textbf{f}^{\\left( K \\right) } \\!\\left( \\textbf{W}^{\\left( K \\right) }\\!, \\textbf{Z}^{\\left( K \\right) } \\right) \\)\n\nWritten in this way, we once again have the multiplication with the test function (\\(\\textbf{W}^{\\left( K \\right) }\\)) at the end, similar to the initial introduction of \\(\\textbf{f}^{\\left( K \\right) }\\) in the primal case. This also reveals that the dual problem is in fact backward in time with the terminal condition \\(\\textbf{Z}^{\\left( K \\right) } \\left( t_n \\right) = J_2\\). Furthermore, as the matrix \\(\\textbf{B}^{\\left( K \\right) }\\) gets transposed, the dynamic iteration steps are solved in reverse order. In total, the flow of information is reversed between the primal and dual problems.\n\nIn practice, we solve discrete versions of (11) and (12) with solutions in a finite-dimensional subspace. For these approximations, we have the following goal-oriented error bound [4, Proposition 2.2]:\n\nProposition 2\n\nConsider the weakly formulated primal and dual problems (11) and (12) and their respective analytic solutions \\(\\textbf{U}^{\\left( K \\right) }\\) and \\(\\textbf{Z}^{\\left( K \\right) }\\). Let \\(\\textbf{U}^{{\\Delta t}, \\left( K \\right) } \\in \\mathbf {\\mathcal {U}}^{{\\Delta t}, \\left( K \\right) }\\) be the solution to a discretized version of the primal problem. Then, the error in the quantity of interest,\n\nis bounded from above for any \\(\\textbf{V}^{{\\Delta t}, \\left( K \\right) } \\in \\mathbf {\\mathcal {V}}^{{\\Delta t}, \\left( K \\right) }\\) with\n\nProof\n\nThe proof relies on applying [4, Propositions 2.2 and 2.3] to our setting. This is detailed in Appendix A. \\(\\square \\)\n\nTo make the error estimator in (15) sharp, \\(\\textbf{V}^{{\\Delta t}, \\left( K \\right) }\\) has to be a good approximation to \\(\\textbf{Z}^{\\left( K \\right) }\\). In practice, we use the discrete adjoint result \\(\\textbf{Z}^{{\\Delta t}, \\left( K \\right) }\\) as \\(\\textbf{V}^{{\\Delta t}, \\left( K \\right) }\\). Since the exact adjoint \\(\\textbf{Z}^{\\left( K \\right) }\\) is generally unknown, we approximate the adjoint error by the difference between two different interpolations (e.g. linear and quadratic) of \\(\\textbf{Z}^{{\\Delta t}, \\left( K \\right) }\\).\n\n2.4 Decoupling\n\nThe presented holistic formulation (10) of variational problem (8) is useful for the derivation of the DWR method. Of course, in practice, the iteration steps are usually solved sequentially. More precisely, we may use the block-triangular structure\n\nto decouple the unified variational formulations: We define for \\(U \\in \\mathcal {U}\\) and \\(V \\in \\mathcal {V}\\):\n\nThen, the primal problem reads: find \\(U_k \\in \\mathcal {U}\\) such that for all \\(V \\in \\mathcal {V}\\) holds\n\nNote that only for the final iteration the right hand side is defined by the QoI. This is because only the last iterate \\(U_K\\) directly influences \\(\\textbf{J}^{\\left( K \\right) } \\left( \\textbf{U}^{{\\Delta t}, \\left( K \\right) } \\right) \\).\n\nThe dual problem proceeds in reverse order, \\(k = K, \\ldots , 1\\), and backward in time; this coincides with [16]. Thus, we seek \\(Z_k \\in \\mathcal {V}\\) such that for all \\(W \\in \\mathcal {U}\\) holds",
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"title": "Drivers of fine-scale space use and grazing patterns of juvenile parrotfish on western Atlantic reefs - Coral Reefs",
"body": "Western Atlantic coral reefs continue to be impacted by increases in the frequency and intensity of stressors such as warming waters (e.g., Manzello et al. 2025), declines in water quality (e.g., Lapointe et al. 2019), disease events (e.g., Toth et al. 2023), and tropical cyclones (e.g., Kobelt et al. 2019), leading to widespread decreases in coral cover (Jones et al. 2022). In the Caribbean, grazing by parrotfishes is particularly important for determining reef resilience (Mumby et al. 2007), as removal and control of macroalgae by grazers support the recruitment and growth of corals (Mumby 2006; Burkepile and Hay 2010). However, the shift of some Western Atlantic coral reefs to low-relief and low-coral cover states appears to be recontextualizing the role of parrotfishes in resilience through their contribution to bioerosion (Molina-Hernández and Álvarez-Filip 2024). When coral cover is low, bioerosion by adult parrotfish can accelerate the loss of structural complexity. Biogenic sediment combines with terrestrial inputs to increase sediment loads. These sediments lead to increasing prevalence of long-sediment-laden algal turfs (LSATs) and, in Florida, inhibit coral recruitment, growth, and grazing activity (Duran et al. 2024; Ladd et al. 2025). Consequently, understanding grazing dynamics on small algal turfs that trap sediment and form LSATs is increasingly important.\n\nAt inter-reef scales, parrotfish abundances and their functional contributions vary because of factors including wave exposure, connectivity to nursery habitats, and depth (Hoey and Bellwood 2008; Nemeth and Appeldoorn 2009; Randazzo-Eisemann et al. 2024). Additionally, the positive association between grazers and complex reef habitats is well established (Graham and Nash 2013; Kochan et al. 2023). However, the patterns and drivers of grazing and associated algal patch dynamics at smaller scales are unclear. For example, parrotfishes are highly mobile within relatively large territories (Mumby and Wabnitz 2002), but highly localized patterns of parrotfish feeding result in only 15% of a Pacific reef being heavily grazed (Streit et al. 2019). It is critical to better understand the spatial patterns of delivery of important ecosystem functions if we are to fully understand phenomena such as the patchy distribution of macroalgae, LSATs, and coral recruitment (Bellwood et al. 2019; Streit et al. 2019; Ladd et al. 2025).\n\nPatterns of habitat complexity are likely to be critical for understanding the small-scale foraging behavior of parrotfishes since complex areas provide higher abundances of refuges from predation and wave energy (Robertson and Sheldon 1979; Binning and Roche 2015) and increased surface area provides more substrate on which primary producers can grow (Bozec et al. 2015). Complexity thus may affect small-scale movement of grazers by providing a heterogeneous seascape of food and places to hide from predators. Less complex and flatter reef areas are also more likely to trap sediment that can deter grazing (Goatley and Bellwood 2012; Tebbett et al. 2020). In addition to understanding grazer foraging behavior, insights into the importance of complexity are critical because of the loss of structure throughout the region that will impact herbivory in myriad ways (Alvarez-Filip et al. 2009). However, traditional measures of complexity, such as chain-and-tape estimations of rugosity (Risk 1972), do not adequately capture the heterogeneity of structure within a habitat and make it difficult to quantify the importance of fine-scale features such as crevices, reef height, and three-dimensional surface area (González-Rivero et al. 2017). Further, it is becoming more evident that structural complexity is not a single metric and is made up of multiple components that each may influence ecological functions (Oh et al. 2025). Advances in photogrammetry technology have made it fast and cost-effective to create high-resolution digital three-dimensional reconstructions of coral reefs (Young et al. 2017). These reconstructions can be used to extract a number of metrics of complexity at any spatial scale (Ferrari et al. 2016) or create novel metrics such as viewshed (also known as field-of-view). Viewshed is the proportion of an area visible by an observer from a fixed point given the surrounding structure, which is important for organisms that use visual information for complex decision making and risk assessment (Aben et al. 2018), and may affect fish movement and space use (González-Rivero et al. 2017; Harborne et al. 2022; Boon et al. 2025). While photogrammetry is increasingly used for describing and monitoring reef complexity and benthic dynamics (Raoult et al. 2016; Rossi 2019; Urbina-Barreto et al. 2022), use of the resulting complexity metrics to understand fish behavior and their ecological functions has been limited, though linked in studies to predator activity and anti-predator responses (González-Rivero et al. 2017; Harborne et al. 2022; Boon et al. 2025).\n\nThe risk of predation is another important component of foraging decisions as prey species must be vigilant and potentially perform predator avoidance behaviors (Brown 1988; Olsson et al. 2008). Thus, predators can directly affect prey by consuming them or indirectly through non-consumptive effects (NCEs) where the mere presence of a predator changes prey behavior and other demographically important characteristics (Lima 1998; Heithaus et al. 2009), potentially triggering top-down effects on their own prey (Lima and Dill 1990; Preisser et al. 2005; Heithaus et al. 2007). However, risk is not homogeneous across a landscape as habitat characteristics affect the likelihood of predation (Laundré et al. 2010). On reefs, structural complexity plays an important and multi-faceted role in mediating predation risk by providing refuge, but also limiting visual information for prey species (Robertson and Sheldon 1979; Aben et al. 2018). For example, a large viewshed may be important for identifying approaching predators, but areas with large viewsheds may offer limited refuge opportunities and allow predators to see prey from greater distances (Harborne et al. 2017). Thus, location and behavior of predators and small-scale structural complexity all interact to make a mosaic of localized risk that creates a \"reefscape of fear\" within which grazers must make foraging decisions in conjunction with the position of food patches (Catano et al. 2016).\n\nHere, we examine the role of fine-scale metrics of complexity and microhabitat characteristics on the behavior of juvenile striped parrotfish, Scarus iseri (Bloch 1789) at small scales (1 m) on patch reefs in the Florida Keys. The small size, abundance, and residency of juvenile S. iseri make them a tractable model system for studying fine-scale grazing on patch reefs. While large-bodied parrotfishes are the most functionally important on reefs (Shantz et al. 2020), small-bodied grazers have important roles in algal dynamics and benthic composition by grazing on small turfs (Bonaldo and Bellwood 2008; Feitosa et al. 2023). Part of the 'scrapers' functional group on Caribbean reefs, S. iseri feed on endolithic microalgae and cyanobacteria within the matrix of sediment, turf, and substrate and on the epiphytes growing on seagrass blades, macroalgae, and sponges (Nagelkerken et al. 2006; Dromard et al. 2017; Adam et al. 2018). Essentially, we aimed to investigate the drivers of where S. iseri choose to spend time and where they graze by collecting a range of biotic and abiotic cell- and reef-level variables both in situ and extracted from three-dimensional reconstructions. By identifying the links between small-scale behavior of grazers and reef complexity, we aimed to better understand how benthic dynamics may be driven by heterogeneous grazing and be modified by reef flattening.",
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"title": "Tödlicher Sturz von Brücke in Brasilien: Rätsel um verschwundene Kamera",
"body": "Nach dem tödlichen Sturz einer jungen Frau beim Rope-Jumping in Brasilien gibt das Verschwinden ihrer Kamera Rätsel auf. Das Team habe keine Erklärung dafür, weshalb das Gerät danach nicht mehr auffindbar gewesen sei, sagte einer der drei festgenommenen Instruktoren laut veröffentlichten Vernehmungsaufnahmen, über die das Nachrichtenportal \"G1\" berichtete .\n\nDie Beschuldigten erklärten demnach auch, sie könnten nicht nachvollziehen, wie es zu dem tödlichen Unfall kommen konnte. Die 21-Jährige war am Samstag von der stillgelegten Ponte do Esqueleto zwischen den Städten Limeira und Cordeirópolis im Bundesstaat São Paulo rund 40 Meter in die Tiefe gestürzt. Die Organisatoren hatten sie ohne verbundenes Sicherungsseil von der Absprungplattform gestoßen.\n\nAuf Videoaufnahmen ist zu sehen, wie drei Mitarbeiter die Frau zum Rand der Brücke tragen und sie hinabwerfen. Das Sicherungsseil blieb dabei unbefestigt auf der Plattform liegen. Zwei der Beschuldigten räumten bei ihren Vernehmungen laut \"G1\" ein, für die Vorbereitung der Seile verantwortlich gewesen zu sein. Sie konnten die Aufgabenverteilung innerhalb des Teams jedoch nicht näher erläutern.\n\nAugenzeuge schildert Ereignis\n\nNach Angaben von Zeugen hatte die 21-Jährige während des Sprungs eine Kamera bei sich getragen. Ein Augenzeuge berichtete nun, er habe nach dem Aufprall beobachtet, wie ein Mitarbeiter des Veranstalterteams die Kamera vom Körper der Verunglückten entfernt habe. \"Die erste Szene, an die ich mich erinnere, als ich das Mädchen am Boden sah, war ein Mitarbeiter, der die GoPro-Kamera vom Halsriemen des bereits am Boden liegenden Körpers abnahm, besorgt um die Ausrüstung oder um Beweise zu verbergen\", zitierte \"G1\" Rafael Goulart.\n\nDer Anwalt der Beschuldigten kündigte einen Antrag auf Freilassung seiner Mandanten an. Diese hätten weder die Absicht gehabt, den Tod der Frau herbeizuführen, noch das Risiko eines tödlichen Ausgangs bewusst in Kauf genommen, erklärte er.\n\nRope Jumping ist ein Extremsport, bei dem Teilnehmer mit statischen Seilen in die Tiefe springen. Anders als beim Bungee-Jumping wird der Sturz durch eine Pendelbewegung abgefangen. Die Sportart ist in Brasilien nicht speziell reguliert. Nach dem Unglück wird über einen Abriss der stillgelegten Brücke diskutiert.",
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"title": "Österreich gegen Jordanien heute im Liveticker: Wird WM-Neuling zum Stolperstein für die ÖFB-Elf?",
"body": "Am Mittwochmorgen trifft Österreich beim WM-Comeback nach 28 Jahren in der Gruppe J auf den Neuling aus Jordanien. Das Spiel im Liveticker.\n\nAm Mittwochmorgen startet Österreich um 6 Uhr mit dem Gruppenspiel gegen Jordanien in die WM 2026 in den USA, Kanada und Mexiko (hier zum WM-Spielplan). Für die Europäer ist es mehr als ein Fußballspiel - es ist eine Rückkehr. 28 Jahre lang fehlte die ÖFB-Auswahl auf der großen WM-Bühne. Zuletzt war Österreich 1998 in Frankreich dabei - und schied damals in der Vorrunde aus. Auf der anderen Seite feiert Jordanien seine allererste WM-Teilnahme in der Geschichte.\n\nDie Qualifikation der Österreicher verlief eindrucksvoll. Sie beendeten ihre Gruppe souverän auf dem ersten Platz. Unter Trainer Ralf Rangnick, seit Juni 2022 im Amt und inzwischen mit verlängertem Vertrag ausgestattet, hat sich der österreichische Fußball von Grund auf neu ausgerichtet. Sein Markenzeichen: intensives Gegenpressing, hohes Tempo, klare Strukturen.\n\nErster Spieltag in der WM-Gruppe G: Österreich trifft auf Jordanien\n\nJordaniens Weg zur WM ist ein Fußball-Märchen. Die \"Al-Nashama\" (die Tapferen) qualifizierten sich über die AFC-Qualifikation - ein mehrstufiges, kräftezehrendes Verfahren gegen die besten Teams Asiens. Rückenwind gab der Einzug ins Finale des Asien-Cups: Dieser Moment des Aufbruchs trägt das Team bis heute.\n\nDer marokkanische Trainer Jamal Sellami übernahm das Amt im Juni 2024 als Nachfolger des erfolgreichen Hussain Amuto und führte das Team durch die entscheidende Phase der Qualifikation. Doch mit der Verletzung von Top-Stürmer Ibrahim Sabra von NK Lokomotiva Zagreb muss Jordanien einen schweren Rückschlag verkraften.\n\nIn der WM-Gruppe J warten mit Titelverteidiger Argentinien und Algerien noch zwei Brocken auf Österreich. Aus diesem Grund wäre ein Auftaktsieg gegen Jordanien fast schon verpflichtend, um den Traum vom Weiterkommen lebendig zu halten. Für Jordanien hingegen ist jeder Punkt bei dieser WM bereits Gold wert. (seb)",
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"url": "https://www.wetterauer-zeitung.de/sport/fussball/wm-2026-oesterreich-gegen-jordanien-heute-im-liveticker-zr-94354678.html",
"title": "Österreich gegen Jordanien heute im Liveticker: Wird WM-Neuling zum Stolperstein für die ÖFB-Elf?",
"body": "Am Mittwochmorgen trifft Österreich beim WM-Comeback nach 28 Jahren in der Gruppe J auf den Neuling aus Jordanien. Das Spiel im Liveticker.\n\nAm Mittwochmorgen startet Österreich um 6 Uhr mit dem Gruppenspiel gegen Jordanien in die WM 2026 in den USA, Kanada und Mexiko (hier zum WM-Spielplan). Für die Europäer ist es mehr als ein Fußballspiel - es ist eine Rückkehr. 28 Jahre lang fehlte die ÖFB-Auswahl auf der großen WM-Bühne. Zuletzt war Österreich 1998 in Frankreich dabei - und schied damals in der Vorrunde aus. Auf der anderen Seite feiert Jordanien seine allererste WM-Teilnahme in der Geschichte.\n\nDie Qualifikation der Österreicher verlief eindrucksvoll. Sie beendeten ihre Gruppe souverän auf dem ersten Platz. Unter Trainer Ralf Rangnick, seit Juni 2022 im Amt und inzwischen mit verlängertem Vertrag ausgestattet, hat sich der österreichische Fußball von Grund auf neu ausgerichtet. Sein Markenzeichen: intensives Gegenpressing, hohes Tempo, klare Strukturen.\n\nErster Spieltag in der WM-Gruppe G: Österreich trifft auf Jordanien\n\nJordaniens Weg zur WM ist ein Fußball-Märchen. Die \"Al-Nashama\" (die Tapferen) qualifizierten sich über die AFC-Qualifikation - ein mehrstufiges, kräftezehrendes Verfahren gegen die besten Teams Asiens. Rückenwind gab der Einzug ins Finale des Asien-Cups: Dieser Moment des Aufbruchs trägt das Team bis heute.\n\nDer marokkanische Trainer Jamal Sellami übernahm das Amt im Juni 2024 als Nachfolger des erfolgreichen Hussain Amuto und führte das Team durch die entscheidende Phase der Qualifikation. Doch mit der Verletzung von Top-Stürmer Ibrahim Sabra von NK Lokomotiva Zagreb muss Jordanien einen schweren Rückschlag verkraften.\n\nIn der WM-Gruppe J warten mit Titelverteidiger Argentinien und Algerien noch zwei Brocken auf Österreich. Aus diesem Grund wäre ein Auftaktsieg gegen Jordanien fast schon verpflichtend, um den Traum vom Weiterkommen lebendig zu halten. Für Jordanien hingegen ist jeder Punkt bei dieser WM bereits Gold wert. (seb)",
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