{"id":22569,"date":"2026-05-21T19:13:58","date_gmt":"2026-05-21T10:13:58","guid":{"rendered":"https:\/\/theoria.info\/?p=22569"},"modified":"2026-05-21T19:15:09","modified_gmt":"2026-05-21T10:15:09","slug":"aktuelle-wirtschaftstrends-und-erfolgsstrategien","status":"publish","type":"post","link":"https:\/\/theoria.info\/?p=22569","title":{"rendered":"Aktuelle Wirtschaftstrends und Erfolgsstrategien f\u00fcr Ihr Unternehmen"},"content":{"rendered":"<p>Der Puls der deutschen Wirtschaft schl\u00e4gt stark und dynamisch \u2013 von familiengef\u00fchrten <strong>Mittelstandsbetrieben<\/strong> bis zu globalen Konzernen. Ob steigende Inflation, digitale Transformation oder nachhaltige Investments: Hier erf\u00e4hrst du locker und klar, was M\u00e4rkte bewegt und dein Geld beeinflusst. Bleib am Ball, denn die n\u00e4chste gro\u00dfe Story wartet schon.<\/p>\n<h2>Wirtschaftswachstum und Konjunkturzyklen verstehen<\/h2>\n<p>Das Verst\u00e4ndnis von <strong>Wirtschaftswachstum und Konjunkturzyklen<\/strong> ist der Schl\u00fcssel zur wirtschaftlichen Analyse. Wirtschaftswachstum beschreibt den langfristigen Anstieg der Produktionskapazit\u00e4t einer Volkswirtschaft, der auf Innovationen, steigenden Investitionen und Produktivit\u00e4tsfortschritten beruht. Dieser Trend wird jedoch von k\u00fcrzeren Konjunkturzyklen \u00fcberlagert, die durch Auf- und Abschw\u00fcnge gekennzeichnet sind. In der Expansionsphase steigen Produktion und Besch\u00e4ftigung, bis \u00dcberhitzung zu einer Rezession f\u00fchrt. Nur wer diese zyklischen Schwankungen von der strukturellen Entwicklung trennt, kann rationale Prognosen erstellen und fundierte wirtschaftspolitische Entscheidungen treffen. Die Beherrschung dieser Konzepte ist f\u00fcr Unternehmen und Investoren unverzichtbar, um Chancen zu nutzen und Risiken zu minimieren.<\/p>\n<h3>Treiber des Bruttoinlandsprodukts in Deutschland<\/h3>\n<p>Wirtschaftswachstum beschreibt die langfristige Zunahme der Produktionskapazit\u00e4t einer Volkswirtschaft, gemessen am realen Bruttoinlandsprodukt. <strong>Konjunkturzyklen verstehen<\/strong> ist jedoch entscheidend, denn die Wirtschaft durchl\u00e4uft st\u00e4ndig Phasen von Aufschwung (Expansion), Boom, Abschwung (Rezession) und Tiefstand (Depression). Diese Schwankungen beeinflussen direkt die Arbeitslosigkeit und die Investitionsbereitschaft von Unternehmen. Im Aufschwung steigen Nachfrage und Produktion, w\u00e4hrend in der Rezession das Wachstum stagniert oder schrumpft. Wer diese Zyklen erkennt, kann besser auf Marktver\u00e4nderungen reagieren und finanzielle Risiken minimieren.<\/p>\n<h3>Fr\u00fchindikatoren f\u00fcr die n\u00e4chste Rezession<\/h3>\n<p>In einer kleinen Stadt, deren M\u00fchlen einst das t\u00e4gliche Brot sicherten, beobachtete der alte M\u00fcller jedes Jahr das Anschwellen und Ebben des Flusses. So \u00e4hnlich ist es mit der Wirtschaft: Sie w\u00e4chst nicht gleichm\u00e4\u00dfig, sondern in Wellen. Dieses Auf und Ab nennen wir <strong>Konjunkturzyklen verstehen<\/strong>. Auf den Aufschwung folgt der Boom, dann die Rezession und schlie\u00dflich die Talsohle. F\u00fcr Unternehmen bedeutet dieses Verst\u00e4ndnis, rechtzeitig Investitionen zu bremsen oder zu forcieren. <\/p>\n<blockquote><p>Ohne ein Gesp\u00fcr f\u00fcr diese Rhythmen trifft man Entscheidungen im Blindflug.<\/p><\/blockquote>\n<p> Wer die Muster erkennt, kann wirtschaftlich kl\u00fcger handeln, statt nur auf gutes Wetter zu hoffen.<\/p>\n<h3>Rolle der privaten Konsumausgaben<\/h3>\n<p>Das Verst\u00e4ndnis von Wirtschaftswachstum und Konjunkturzyklen ist zentral f\u00fcr die makro\u00f6konomische Analyse. Wirtschaftswachstum beschreibt den langfristigen Anstieg der Produktionskapazit\u00e4t einer Volkswirtschaft, gemessen am realen Bruttoinlandsprodukt. <strong>Konjunkturzyklen als kurzfristige Schwankungen der gesamtwirtschaftlichen Aktivit\u00e4t<\/strong> unterteilen sich in Aufschwung (Expansion), Boom, Abschwung (Rezession) und Tiefpunkt (Tal). Ursachen dieser Wellenbewegungen sind oft externe Schocks, Ver\u00e4nderungen der Nachfrage oder Investitionsentscheidungen. Eine stabile Wachstumsrate und das Gl\u00e4tten extremer Zyklusausschl\u00e4ge sind zentrale wirtschaftspolitische Ziele.<\/p>\n<blockquote><p>Konjunkturzyklen sind unvermeidlich, aber ihre Auswirkungen lassen sich durch antizyklische Fiskal- und Geldpolitik abfedern.<\/p><\/blockquote>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"Business & Economy\" 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\"\/><\/p>\n<ul>\n<li><strong>Wirtschaftswachstum:<\/strong> langfristige Steigerung des Outputs.<\/li>\n<li><strong>Konjunkturzyklen:<\/strong> kurzfristige, wiederkehrende Auf- und Abschw\u00fcnge.<\/li>\n<li><strong>Indikatoren:<\/strong> BIP, Besch\u00e4ftigungsquote, Auftragseing\u00e4nge.<\/li>\n<\/ul>\n<h2>Innovation als Motor f\u00fcr Wettbewerbsf\u00e4higkeit<\/h2>\n<p>Innovation gilt als zentraler Treiber f\u00fcr die <strong>Wettbewerbsf\u00e4higkeit<\/strong> von Unternehmen, da sie neue M\u00e4rkte erschlie\u00dft und Effizienzsteigerungen erm\u00f6glicht. Durch die Entwicklung neuer Produkte oder Prozesse k\u00f6nnen Unternehmen Kosten senken und sich von Konkurrenten differenzieren. Besonders in dynamischen Branchen sichert kontinuierliche Innovation langfristig das \u00dcberleben, da sie auf ver\u00e4nderte Kundenbed\u00fcrfnisse reagiert. Ohne diesen st\u00e4ndigen Wandel droht die Stagnation, was Marktanteile gef\u00e4hrdet.<\/p>\n<blockquote><p>Innovation ist der einzige nachhaltige Vorteil im globalen Wettbewerb, der nicht kopiert werden kann.<\/p><\/blockquote>\n<p>Die F\u00e4higkeit, radikale Neuerungen oder inkrementelle Verbesserungen systematisch zu generieren, wird daher zum entscheidenden Faktor f\u00fcr die <strong>Marktdifferenzierung<\/strong> und wirtschaftliche Resilienz.<\/p>\n<h3>Start-up-\u00d6kosystem und Risikokapitaldynamik<\/h3>\n<p>In einer mittelst\u00e4ndischen Schmiede in Bayern stand die Zukunft auf dem Spiel. Statt jedoch zu sparen, investierte der Inhaber in eine KI-gesteuerte Fertigungslinie. <strong>Innovation als Motor f\u00fcr Wettbewerbsf\u00e4higkeit<\/strong> zeigte sich sofort: Die Produktion wurde flexibler, die Fehlerquote sank um 40 %. Statt gegen Niedriglohnl\u00e4nder anzuk\u00e4mpfen, schuf das Unternehmen einen Vorsprung, den Kopierer nicht einholen konnten. Die neue Technologie zog nicht nur Gro\u00dfkunden an, sondern auch die besten Ingenieure der Region. Dieser Wandel bewies: Wer das Alte verbessert, schreibt die Regeln des Marktes neu \u2013 und \u00fcberlebt nicht nur, sondern w\u00e4chst.<\/p>\n<h3>Digitalisierung traditioneller Industriezweige<\/h3>\n<p><strong>Innovation als Motor f\u00fcr Wettbewerbsf\u00e4higkeit<\/strong> ist der entscheidende Faktor f\u00fcr Unternehmen, um in globalisierten M\u00e4rkten zu bestehen. Ohne kontinuierliche Weiterentwicklung verlieren selbst etablierte Firmen ihren Vorsprung. Wer neue Technologien und Prozesse nicht adaptiert, wird von agilen Wettbewerbern verdr\u00e4ngt. Konkret bedeutet dies:<\/p>\n<ul>\n<li>Entwicklung einzigartiger Produkte, die Preisk\u00e4mpfe vermeiden.<\/li>\n<li>Steigerung der Effizienz durch digitale Automatisierung.<\/li>\n<li>Schnelle Reaktion auf ver\u00e4nderte Kundenbed\u00fcrfnisse.<\/li>\n<\/ul>\n<p><strong>Nachhaltige Wettbewerbsvorteile entstehen nur durch systematische Innovation<\/strong>, nicht durch zuf\u00e4llige Einf\u00e4lle. Unternehmen m\u00fcssen eine Kultur etablieren, die Fehler als Lernchancen wertet und Querdenken f\u00f6rdert. Ohne diesen Motor bleibt jedes Gesch\u00e4ftsmodell mittelfristig anf\u00e4llig f\u00fcr Disruption.<\/p>\n<h3>Patente und Forschungskooperationen<\/h3>\n<p>Innovation ist der absolute Treibstoff f\u00fcr Wettbewerbsf\u00e4higkeit. Wer heute nicht st\u00e4ndig neue Ideen entwickelt, wird morgen von der Konkurrenz abgeh\u00e4ngt \u2013 einfach so. Es geht nicht nur um coole Gadgets, sondern um clevere Prozesse, die Geld sparen, oder um Services, die Kunden begeistern. <strong>Innovation als Wettbewerbsvorteil<\/strong> bedeutet, immer einen Schritt voraus zu sein und sich nicht auf Erfolgen auszuruhen. Die besten Firmen scheitern lieber schnell an einer neuen Idee, als langsam an der alten festzuhalten. Ohne diesen Drang nach Neuem wird jedes Gesch\u00e4ftsmodell irgendwann langweilig und austauschbar.<\/p>\n<h2>Arbeitsmarkt im Wandel<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"Business & Economy\" 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\"\/><\/p>\n<p>Der Arbeitsmarkt im Wandel zeigt sich heute radikaler als je zuvor. Die Digitalisierung und der demografische Wandel zwingen Unternehmen und Arbeitnehmer gleicherma\u00dfen zu einer grundlegenden Neuausrichtung. <strong>Fachkr\u00e4ftesicherung<\/strong> wird zur zentralen \u00dcberlebensfrage, w\u00e4hrend starre Vollzeitmodelle durch flexible Arbeitszeiten, Remote-Konzepte und Projektarbeit ersetzt werden. Gleichzeitig erleben wir eine massive Zunahme von Teilzeit und Minijobs, die jedoch oft prek\u00e4re Existenzen schaffen. Wer jetzt nicht in lebenslanges Lernen investiert, wird von der Automatisierungswelle \u00fcberrollt. <strong>KI-Kompetenz<\/strong> ist kein Luxus mehr, sondern eine Basisanforderung. Nur wer sich mutig auf diese Dynamiken einl\u00e4sst und alte Sicherheitsdenken aufgibt, wird die Zukunft des Arbeitens aktiv mitgestalten k\u00f6nnen.<\/p>\n<h3>Fachkr\u00e4ftemangel und Zuwanderungspolitik<\/h3>\n<p>Die Fabrikhalle, einst erf\u00fcllt vom L\u00e4rm der Maschinen, ist heute still. Wo fr\u00fcher tausend H\u00e4nde schraubten, flie\u00dfen nun Daten durch Glasfaserkabel. Der Arbeitsmarkt im Wandel hat das Gesicht der Arbeit f\u00fcr immer ver\u00e4ndert. <strong>Die Digitalisierung und der demografische Wandel treiben diesen Wandel rasant voran.<\/strong> Alte Berufsbilder verschwinden, w\u00e4hrend neue, wie der KI-Trainer oder der Nachhaltigkeitsmanager, entstehen. Doch dieser Wandel sch\u00fcrt auch \u00c4ngste: Wer nicht mithalten kann, droht den Anschluss zu verlieren. Umso wichtiger sind lebenslanges Lernen und flexible Arbeitsmodelle, denn die Sicherheit von gestern gibt es heute nicht mehr.<\/p>\n<blockquote><p>Die gr\u00f6\u00dfte Herausforderung unseres Jahrzehnts ist es, die Belegschaft auf den digitalen Wandel vorzubereiten, bevor die L\u00fccke un\u00fcberbr\u00fcckbar wird.<\/p><\/blockquote>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"Business & Economy\" 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\"\/><\/p>\n<h3>Homeoffice und hybride Arbeitsmodelle<\/h3>\n<p>Der Arbeitsmarkt im Wandel ist gepr\u00e4gt durch Digitalisierung, Demografie und Dekarbonisierung. <strong>Strukturwandel<\/strong> f\u00fchrt zu einer sinkenden Nachfrage nach einfachen manuellen T\u00e4tigkeiten, w\u00e4hrend Fachkr\u00e4fte in MINT-Berufen sowie im Gesundheits- und IT-Sektor h\u00e4nderingend gesucht werden.<\/p>\n<p>Gleichzeitig steigt die Bedeutung von lebenslangem Lernen und flexiblen Arbeitsmodellen. <strong>Fachkr\u00e4ftemangel<\/strong> wird zur zentralen Herausforderung, der nur durch gezielte Qualifizierung und eine attraktive Zuwanderungspolitik begegnet werden kann.<\/p>\n<h3>Tarifverhandlungen und Lohnentwicklung<\/h3>\n<p>Der Arbeitsmarkt im Wandel erfordert eine radikale Anpassung von Arbeitnehmern und Unternehmen gleicherma\u00dfen. Die Digitalisierung und der demografische Wandel sind die Haupttreiber dieser Transformation, wodurch traditionelle Berufsbilder verschwinden und v\u00f6llig neue Kompetenzprofile entstehen. <strong>Die Zukunft der Arbeit erfordert lebenslanges Lernen<\/strong> als zentrale \u00dcberlebensstrategie. Flexible Arbeitsmodelle wie Homeoffice und Teilzeit dominieren zunehmend, w\u00e4hrend Fachkr\u00e4ftemangel in technischen und pflegerischen Berufen die Unternehmen zu kreativen L\u00f6sungen zwingt. Ohne eine massive Investition in Weiterbildung und digitale Infrastruktur wird der Wirtschaftsstandort Deutschland im globalen Wettbewerb jedoch zur\u00fcckfallen. Die Politik ist gefordert, passgenaue Rahmenbedingungen f\u00fcr diesen kontinuierlichen Umbruch zu schaffen.<\/p>\n<h2>Geldpolitik und Inflationssteuerung<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"Business & Economy\" 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\"\/><\/p>\n<p>Die <strong>Geldpolitik<\/strong> der Europ\u00e4ischen Zentralbank (EZB) zielt prim\u00e4r auf die Wahrung der Preisstabilit\u00e4t ab, was durch eine mittelfristige Inflationssteuerung von zwei Prozent erreicht werden soll. Mittels Zins\u00e4nderungen f\u00fcr Hauptrefinanzierungsgesch\u00e4fte und der Einlagefazilit\u00e4t steuert die Zentralbank die Kreditvergabe der Gesch\u00e4ftsbanken, um die Konjunktur zu d\u00e4mpfen oder anzuregen. Die <strong>Inflationssteuerung<\/strong> im Euroraum sieht daf\u00fcr als zentrales Instrument die Anpassung der Leitzinsen vor. Bei hoher Inflation werden Zinsen erh\u00f6ht, um die Nachfrage zu bremsen und Preissteigerungen entgegenzuwirken; bei Deflation oder Wirtschaftsflaute senkt die EZB die Zinsen, um Investitionen und Konsum zu f\u00f6rdern. Neben der Zinspolitik kommen auch unkonventionelle Ma\u00dfnahmen wie Anleihek\u00e4ufe zum Einsatz, um die Transmission geldpolitischer Impulse auf <a href=\"https:\/\/www.economy-business.de\/arbeitsweise\/\">https:\/\/www.economy-business.de\/arbeitsweise\/<\/a> die Realwirtschaft und Inflationserwartungen zu gew\u00e4hrleisten.<\/p>\n<h3>Leitzinsentscheidungen der EZB<\/h3>\n<p>Die Geldpolitik der Europ\u00e4ischen Zentralbank zielt prim\u00e4r auf Preisstabilit\u00e4t ab, indem sie den Leitzins anpasst, um die Inflation nahe der 2-Prozent-Marke zu steuern. Durch Zinserh\u00f6hungen wird die Kreditnachfrage ged\u00e4mpft, was die Teuerung bremst, w\u00e4hrend Zinssenkungen die Konjunktur ankurbeln. <strong>Inflation Targeting als strategischer Rahmen<\/strong> erfordert eine flexible, aber konsequente Kommunikation der Notenbank, um Erwartungen zu verankern und Vertrauen zu sichern.<\/p>\n<ul>\n<li><strong>Leitzins:<\/strong> Beeinflusst Konsum und Investitionen direkt.<\/li>\n<li><strong>Geldmenge:<\/strong> \u00dcber Offenmarktgesch\u00e4fte gesteuert, um \u00dcberschussliquidit\u00e4t zu verhindern.<\/li>\n<\/ul>\n<p><strong>Frage:<\/strong> Warum kann die EZB nicht einfach die Inflation auf null dr\u00fccken?<br \/>\n<strong>Antwort:<\/strong> Eine Nullinflation w\u00e4re riskant: Sie verhindert Anpassungen relativer Preise und kann in Deflation umschlagen, die Wirtschaftswachstum l\u00e4hmt. Das Ziel von 2% schafft einen Sicherheitspuffer gegen diese Risiken.<\/p>\n<h3>Kreditvergabe an kleine und mittlere Unternehmen<\/h3>\n<p>Die Europ\u00e4ische Zentralbank steuert mit ihrer <strong>Geldpolitik und Inflationssteuerung<\/strong> die Konjunktur durch Leitzinsanpassungen. Erh\u00f6ht sie die Zinsen, verteuern sich Kredite \u2013 Konsum und Investitionen sinken, der Preisdruck l\u00e4sst nach. Senkt sie die Zinsen, wird Geld billiger, die Wirtschaft wird angekurbelt. Dieses dynamische Wechselspiel zielt auf eine Teuerungsrate von knapp zwei Prozent, um Kaufkraft und Wachstum zu balancieren. Aktuell k\u00e4mpft die EZB gegen hohe Energiepreise mit restriktiven Ma\u00dfnahmen, w\u00e4hrend sie gleichzeitig eine Rezession vermeiden muss. Der Drahtseilakt zwischen Inflation und Konjunktur bleibt spannend.<\/p>\n<p><strong>Instrumente der Notenbank zur Preisstabilit\u00e4t:<\/strong><\/p>\n<ul>\n<li>Leitzins als Steuerungshebel<\/li>\n<li>Offenmarktgesch\u00e4fte zur Liquidit\u00e4tsversorgung<\/li>\n<li>Mindestreserven f\u00fcr Banken<\/li>\n<\/ul>\n<h3>Sparverhalten und Verm\u00f6gensbildung<\/h3>\n<p>Die Zentralbank gleicht einem G\u00e4rtner, der die W\u00e4hrung gesund h\u00e4lt: Mit Leitzinsanpassungen gie\u00dft oder stutzt sie die Geldmenge, um die Teuerung im Zaum zu halten. <strong>Die Geldpolitik der EZB steuert die Inflationsrate<\/strong> hin zum Zielwert von zwei Prozent \u2013 ein Balanceakt zwischen Rezession und \u00dcberhitzung. Werden die Preise zu hei\u00df, hebt sie die Zinsen an, damit Kredite teurer werden und die Nachfrage abk\u00fchlt. Sinkt die Inflation zu stark, senkt sie die Zinsen, um Ausgaben und Investitionen anzukurbeln. Dieses feine Zusammenspiel von Angebot und Nachfrage erfordert st\u00e4ndige Wachsamkeit, denn unerwartete Krisen wie Lieferketten-St\u00f6rungen k\u00f6nnen die sorgsam gesetzten Impulse jederzeit aus dem Gleichgewicht werfen.<\/p>\n<h2>Internationale Handelsbeziehungen<\/h2>\n<p>Internationale Handelsbeziehungen sind das R\u00fcckgrat globaler Wertsch\u00f6pfungsketten und erfordern eine strategische Diversifizierung, um Risiken zu minimieren. Ein zentraler Erfolgsfaktor ist die Integration von <strong>nachhaltigen Lieferketten<\/strong> als Antwort auf regulatorische und ethische Anforderungen. Unternehmen sollten bilaterale Abkommen und multilaterale Rahmenwerke wie das der WTO nutzen, um Zollbarrieren abzubauen. Besonders die vertikale Integration \u00fcber Kontinente hinweg schafft Resilienz gegen\u00fcber geopolitischen Spannungen. <mark>W\u00e4hrungsrisiken<\/mark> lassen sich durch kluge Hedging-Strategien und local-for-local-Ans\u00e4tze reduzieren. Experten raten zudem zu digitalen Handelsplattformen und EDI-Standards, um Transparenz zu erh\u00f6hen. Ein ganzheitliches Risikomanagement und die Fokussierung auf <strong>zirkul\u00e4re Wirtschaftsmodelle<\/strong> sichern langfristige Wettbewerbsvorteile in einem volatilen Umfeld.<\/p>\n<h3>Lieferkettenresilienz und Nearshoring-Trends<\/h3>\n<p>Die Internationale Handelsbeziehungen haben sich \u00fcber Jahrhunderte von einfachen Seidenstra\u00dfen-Routen zu einem komplexen Netz globaler Lieferketten entwickelt. Kleine Handwerker in einer deutschen Stadt k\u00f6nnen heute ihre Waren nach Japan verkaufen, w\u00e4hrend ein Unternehmen in Chile seltene Erden f\u00fcr europ\u00e4ische Mikrochips liefert. <strong>Globale Wertsch\u00f6pfungsketten<\/strong> verbinden Kontinente: Rohstoffe aus Afrika, Produktion in Asien und Konsum in Europa.<\/p>\n<blockquote><p>Ohne internationale Handelsbeziehungen w\u00e4re der Wohlstand moderner Gesellschaften kaum denkbar.<\/p><\/blockquote>\n<p>Der freie Warenaustausch \u00fcber Grenzen hinweg hat nicht nur Preise gesenkt, sondern auch Kulturen und Technologien zusammengebracht. Doch dieser Austausch bleibt fragil \u2013 politische Spannungen oder ein Vulkanausbruch auf einer Pazifikinsel k\u00f6nnen die zart verwobene Handelslinie sofort rei\u00dfen lassen.<\/p>\n<h3>Exportstrategien f\u00fcr den Maschinenbau<\/h3>\n<p>Internationale Handelsbeziehungen pr\u00e4gen heute die globalisierte Wirtschaft durch ein dichtes Netz aus Lieferketten und Abkommen. <strong>Globale Lieferketten optimieren<\/strong> die Produktion, indem Rohstoffe aus S\u00fcdamerika, Technik aus Asien und Dienstleistungen aus Europa nahtlos zusammenflie\u00dfen. Dynamik entsteht besonders durch moderne Handelsabkommen wie das Mercosur-EU-Abkommen, das Z\u00f6lle senkt und neue M\u00e4rkte \u00f6ffnet. Gleichzeitig fordern geopolitische Spannungen Unternehmen heraus, flexibel auf Schutzma\u00dfnahmen oder Embargos zu reagieren. Entscheidend ist der Wandel hin zu nachhaltigen und digitalen Standards, der den Austausch effizienter, aber auch komplexer macht. Wer diese vernetzte Welt aktiv mitgestaltet, sichert Wachstum und Wettbewerbsf\u00e4higkeit.<\/p>\n<h3>Zollkonflikte und Handelsabkommen<\/h3>\n<p>In den engen Gassen von L\u00fcbeck, wo der Salzwasserduft mit dem von Gew\u00fcrzen wetteifert, begann vor Jahrhunderten das, was wir heute <strong>Internationale Handelsbeziehungen<\/strong> nennen. Kaufleute kn\u00fcpften Netze, die \u00fcber Kontinente reichten, nicht nur f\u00fcr Waren, sondern f\u00fcr Vertrauen und W\u00e4hrung. Heute verbindet ein globales Datenmeer diese alten Pfade: Ein Stuttgarter Maschinenbauer liefert Pr\u00e4zision nach Shanghai, w\u00e4hrend chinesische Solarmodule bayerische D\u00e4cher decken. Allerdings wachsen neue Barrieren \u2013 Lieferkettenkrisen und Z\u00f6lle zwingen Firmen, ihre Abh\u00e4ngigkeiten neu zu ordnen. Der Tanz bleibt, doch die Schritte werden vorsichtiger.<\/p>\n<p>Ein Blick auf die Dynamik der Gegenwart zeigt klare Trends:<\/p>\n<ul>\n<li><strong>Digitaler Handel:<\/strong> Grenz\u00fcberschreitende E-Commerce-Plattformen revolutionieren den Mittelstand.<\/li>\n<li><strong>Rohstoffsicherheit:<\/strong> Deutschland sucht neue Partner f\u00fcr kritische Metalle, etwa aus S\u00fcdamerika.<\/li>\n<li><strong>Regionale Bl\u00f6cke:<\/strong> EU-Regularien fordern mehr Nachhaltigkeit, was Kosten und Chancen schafft.<\/li>\n<\/ul>\n<p><strong>Frage:<\/strong> Warum sind Internationale Handelsbeziehungen trotz Globalisierungskritik unverzichtbar?<br \/><strong>Antwort:<\/strong> Keine Nation ist autark \u2013 sie decken Bedarf an Energie, Technologie und Nahrung. Ohne sie crasht die Wirtschaft, wie die Pandemie 2020 zeigte, als Schutzmasken und Chips pl\u00f6tzlich fehlten. Sie sind das \u00f6konomische Nervensystem der Welt.<\/p>\n<h2>Nachhaltigkeit und gr\u00fcne Transformation<\/h2>\n<p>Die <strong>Nachhaltigkeit und gr\u00fcne Transformation<\/strong> sind heute der entscheidende Motor f\u00fcr eine zukunftsf\u00e4hige Wirtschaft. Unternehmen und Gesellschaften weltweit stellen sich radikal neu auf, um Ressourcen zu schonen und Emissionen drastisch zu senken. Von der Kreislaufwirtschaft \u00fcber gr\u00fcne Energie bis hin zu nachhaltigen Lieferketten entstehen innovative Technologien, die nicht nur die Umwelt sch\u00fctzen, sondern auch neue M\u00e4rkte erschlie\u00dfen. Diese Dynamik verlangt mutige Investitionen und einen kulturellen Wandel, der Effizienz mit Verantwortung vereint. Nur wer jetzt den Wandel aktiv gestaltet, sichert langfristig Wettbewerbsf\u00e4higkeit und sichert eine lebenswerte Zukunft f\u00fcr kommende Generationen.<\/p>\n<h3>ESG-Kriterien in der Unternehmensf\u00fchrung<\/h3>\n<p>Nachhaltigkeit und gr\u00fcne Transformation erfordern einen systemischen Wandel, der \u00f6kologische Verantwortung mit wirtschaftlicher Resilienz verbindet. <strong>Die Dekarbonisierung der Produktion<\/strong> steht dabei im Zentrum jeder strategischen Entscheidung. Konkret m\u00fcssen Unternehmen folgende Hebel priorisieren:<\/p>\n<ul>\n<li>Einf\u00fchrung einer Kreislaufwirtschaft zur Minimierung von Ressourcenverlusten<\/li>\n<li>Investition in erneuerbare Energien und energieeffiziente Prozesse<\/li>\n<li>Digitalisierung zur transparenten Messung von CO\u2082-Fu\u00dfabdr\u00fccken<\/li>\n<\/ul>\n<blockquote><p>Ohne eine ganzheitliche CO\u2082-Bepreisung wird die gr\u00fcne Transformation ein Trugschluss bleiben \u2013 sie muss intern wie extern verankert sein.<\/p><\/blockquote>\n<p>Nur wer Nachhaltigkeit als strategische Chance statt als Kostenfaktor versteht, sichert langfristig Wettbewerbsf\u00e4higkeit und gesellschaftliche Legitimation.<\/p>\n<h3>F\u00f6rderung erneuerbarer Energien<\/h3>\n<p>Nachhaltigkeit und gr\u00fcne Transformation erfordern einen systemischen Wandel, der \u00f6kologische Verantwortung mit wirtschaftlicher Wettbewerbsf\u00e4higkeit verbindet. Unternehmen m\u00fcssen ihre Wertsch\u00f6pfungsketten decarbonisieren und zirkul\u00e4re Gesch\u00e4ftsmodelle etablieren. Zentral ist die Reduktion von Treibhausgasemissionen um mindestens 55% bis 2030 \u2013 ein Ziel, das nur durch konsequente Digitalisierung und erneuerbare Energien erreichbar ist. <strong>ESG-Kriterien als strategischer Kompass<\/strong> helfen, Investitionsrisiken zu minimieren und langfristige Resilienz aufzubauen. Konkrete Handlungsfelder sind:<\/p>\n<div style=\"text-align:center\">\n<iframe loading=\"lazy\" width=\"560\" height=\"316\" src=\"https:\/\/www.youtube.com\/embed\/9Fm8uiua1e0\" frameborder=\"0\" alt=\"Business & Economy\" allowfullscreen><\/iframe>\n<\/div>\n<ul>\n<li><strong>Energieeffizienz<\/strong>: Smart-Meter-Integration und Abw\u00e4rmenutzung in Produktionsanlagen.<\/li>\n<li><strong>Ressourcenschonung<\/strong>: Substitution fossiler Rohstoffe durch biobasierte Alternativen.<\/li>\n<li><strong>Transparenz<\/strong>: Lieferketten-Mapping mittels Blockchain f\u00fcr nachweisbare CO\u2082-Bilanzen.<\/li>\n<\/ul>\n<p>Ohne strikte Regulatorik wie die EU-Taxonomie bleibt Transformation jedoch St\u00fcckwerk \u2013 Unternehmen, die jetzt aktiv steuern, sichern sich Marktvorteile in der Post-Fossil-\u00c4ra.<\/p>\n<h3>Kreislaufwirtschaft und Ressourceneffizienz<\/h3>\n<p>Nachhaltigkeit und gr\u00fcne Transformation sind der entscheidende Hebel f\u00fcr zukunftsf\u00e4higes Wirtschaften. Unternehmen, die jetzt auf erneuerbare Energien, Kreislaufwirtschaft und CO\u2082-Reduktion setzen, sichern sich nicht nur Wettbewerbsvorteile, sondern gestalten aktiv die \u00f6kologische Wende. <strong>Die gr\u00fcne Transformation erfordert konsequentes Handeln entlang der gesamten Wertsch\u00f6pfungskette.<\/strong> Konkret bedeuten:<\/p>\n<ul>\n<li>Umstellung auf emissionsfreie Produktionsprozesse<\/li>\n<li>Nachhaltige Rohstoffbeschaffung und Recyclingkonzepte<\/li>\n<li>Langfristige Klimastrategien statt kurzfristiger Kompromisse<\/li>\n<\/ul>\n<p>Wer diese Prinzipien ignoriert, riskiert nicht nur regulatorische Sanktionen, sondern verspielt auch das Vertrauen von Investoren und Kunden. Die Transformation ist kein Trend, sondern eine wirtschaftliche Notwendigkeit.<\/p>\n<h2>Finanzm\u00e4rkte und Anlagestrategien<\/h2>\n<p>Finanzm\u00e4rkte sind das pulsierende Herz der globalen Wirtschaft, in dem t\u00e4glich riesige Kapitalstr\u00f6me zwischen Anlegern, Unternehmen und Staaten flie\u00dfen. Eine durchdachte <strong>Anlagestrategie<\/strong> ist der entscheidende Kompass, um sich in diesem volatilen Umfeld zu orientieren und langfristig Verm\u00f6gen aufzubauen. Ob Sie auf Dividendenaktien, ETF-Sparpl\u00e4ne oder alternative Investments setzen \u2013 die Kunst liegt in der intelligenten Risikostreuung und der konsequenten Anpassung an ver\u00e4nderte Marktphasen. <em>Wer die Zeichen der Zentralbankpolitik und globalen Trends richtig deutet, kann selbst in turbulenten Zeiten von Kurschancen profitieren.<\/em> F\u00fcr Anleger gilt: Ohne eine klare, auf die pers\u00f6nliche Risikobereitschaft abgestimmte <strong>Verm\u00f6gensallokation<\/strong> bleibt jeder Markteintritt ein unkalkulierbares Gl\u00fccksspiel.<\/p>\n<h3>Aktienmarktentwicklung in volatilen Zeiten<\/h3>\n<p>Finanzm\u00e4rkte sind komplexe Systeme, die von globalen Konjunkturdaten, geopolitischen Ereignissen und Zinsentscheidungen der Notenbanken beeinflusst werden. Eine effektive <strong>Anlagestrategie f\u00fcr volatile M\u00e4rkte<\/strong> erfordert daher eine klare Risikodiversifikation \u00fcber verschiedene Anlageklassen wie Aktien, Anleihen und Rohstoffe. Der langfristige Verm\u00f6gensaufbau sollte auf fundamentalen Analysen und nicht auf kurzfristigen Spekulationen basieren. Besonders in Niedrigzinsphasen gewinnen inflationsgesch\u00fctzte Wertpapiere und dividendenstarke Aktien an Bedeutung. Professionelle Anleger nutzen zudem kosteneffiziente Indexfonds, um die Marktrendite systematisch abzubilden.<\/p>\n<p>Zu den Kerninstrumenten z\u00e4hlen derivative Strategien wie Optionen zur Absicherung von Portfoliorisiken. <strong>Eine regelm\u00e4\u00dfige Rebalancing-Methode<\/strong> stellt sicher, dass die urspr\u00fcngliche Verm\u00f6gensallokation nicht durch Kursschwankungen verzerrt wird. Empfohlen wird zudem die Implementierung eines Stopp-Loss-Managements, um Kapitalverluste zu begrenzen.<\/p>\n<ul>\n<li><strong>Frage:<\/strong> Was ist der wichtigste Hebel f\u00fcr Rendite?<br \/><strong>Antwort:<\/strong> Die Anlagedauer \u2013 Zeit im Markt schl\u00e4gt Timing des Marktes.<\/li>\n<\/ul>\n<h3>Immobilien als Sachwertanlage<\/h3>\n<p>Finanzm\u00e4rkte bieten heute eine Vielzahl von Anlagem\u00f6glichkeiten, von Aktien und Anleihen bis hin zu ETFs und Rohstoffen. <strong>Eine erfolgreiche Anlagestrategie basiert auf Diversifikation und Risikomanagement<\/strong>, um Volatilit\u00e4t auszugleichen. Wer langfristig Verm\u00f6gen aufbauen will, sollte auf einen disziplinierten Sparplan setzen und kurzfristige Marktschwankungen ignorieren. <\/p>\n<blockquote><p>Die beste Strategie ist nicht, den Markt zu timen, sondern Zeit im Markt zu verbringen.<\/p><\/blockquote>\n<p> Orientieren Sie sich an Ihren Zielen und Ihrer Risikotoleranz, nicht an Hypes.<\/p>\n<h3>Renten- und Fondssparpl\u00e4ne<\/h3>\n<p>Die Finanzm\u00e4rkte sind dynamische \u00d6kosysteme, in denen globale Ereignisse, Zinsentscheidungen und Unternehmensdaten im Sekundentakt Kurse treiben. F\u00fcr Anleger ist es daher entscheidend, mit einer soliden <strong>Anlagestrategie f\u00fcr volatile M\u00e4rkte<\/strong> zu agieren. Statt auf kurzfristige Spekulation zu setzen, etabliert sich ein Mix aus langfristigen Investments und taktischen Anpassungen. Moderne Portfolios kombinieren dabei klassische Aktien mit inflationsgesch\u00fctzten Anleihen und alternativen Rohstoffen. Wer bereit ist, in Phasen der Unsicherheit diszipliniert zu kaufen, nutzt die Marktdynamik als Chance \u2013 denn Volatilit\u00e4t ist kein Risiko, sondern der Motor f\u00fcr Rendite.<\/p>\n<h2>Unternehmensstrukturen und Governance<\/h2>\n<p>In den Anf\u00e4ngen meiner Beratungskarriere lernte ich ein Familienunternehmen kennen, dessen interne Machtverh\u00e4ltnisse und Entscheidungswege einem undurchdringlichen Dschungel glichen. Die <strong>Unternehmensstrukturen<\/strong> waren historisch gewachsen, aber v\u00f6llig intransparent. Die wahre Herausforderung lag in der <strong>Corporate Governance<\/strong>: Wer kontrolliert wen? Wer tr\u00e4gt die Verantwortung f\u00fcr strategische Fehlentscheidungen? Wir f\u00fchrten eine klare Aufgabentrennung zwischen Eigent\u00fcmern und Management ein, schufen einen Aufsichtsrat mit externen Experten und definierten verbindliche Compliance-Regeln. Die Transformation war schmerzhaft, doch sie rettete das Unternehmen vor der Zersplitterung.<\/p>\n<blockquote><p>Ohne klare Governance verliert jede noch so brillante Strategie ihren Kompass und jede Struktur ihre Stabilit\u00e4t.<\/p><\/blockquote>\n<h3>Familienunternehmen versus Kapitalgesellschaften<\/h3>\n<p>In einem mittelst\u00e4ndischen Familienunternehmen pr\u00e4gt die klare Trennung zwischen Eigent\u00fcmer und Gesch\u00e4ftsf\u00fchrung die t\u00e4gliche Arbeit. Der Beirat, besetzt mit erfahrenen Externen, wacht \u00fcber strategische Entscheidungen, w\u00e4hrend der operative Vorstand die Prozesse steuert. Eine transparente <strong>Corporate Governance<\/strong> entfaltet hier ihre Wirkung: Risiken werden fr\u00fchzeitig erkannt, und die Verantwortung ist klar verteilt. So bleibt das Unternehmen nicht nur handlungsf\u00e4hig, sondern auch zukunftssicher, weil alle wissen, wer f\u00fcr welche Weichenstellung zust\u00e4ndig ist. Diese Ordnung schafft Vertrauen \u2013 intern wie bei Banken und Kunden.<\/p>\n<h3>Aufsichtsratsbesetzung und Diversit\u00e4t<\/h3>\n<p>Unternehmensstrukturen und Governance legen fest, wie ein Unternehmen gef\u00fchrt und kontrolliert wird. Die klassische Aufbauorganisation unterscheidet oft zwischen zentralen und dezentralen Einheiten, w\u00e4hrend die Governance Regeln f\u00fcr transparente Entscheidungsprozesse vorgibt. Ein guter Mix aus klaren Hierarchien und flexiblen Teams ist entscheidend. <strong>Moderne Corporate Governance setzt auf Compliance und Verantwortung.<\/strong> Besonders wichtig sind:<\/p>\n<ul>\n<li>Die klare Trennung von operativer F\u00fchrung und Kontrollgremien.<\/li>\n<li>Die Dokumentation von Risikomanagement und internen Kontrollsystemen.<\/li>\n<li>Die regelm\u00e4\u00dfige \u00dcberpr\u00fcfung durch den Aufsichtsrat oder Beirat.<\/li>\n<\/ul>\n<p>Ziel ist es, Vertrauen bei Investoren und Mitarbeitern zu schaffen, ohne b\u00fcrokratisch zu wirken. Eine schlanke, aber effektive Governance-Struktur verhindert Machtkonzentration und Fehlentscheidungen, ohne die n\u00f6tige Agilit\u00e4t zu blockieren.<\/p>\n<h3>Insolvenzverfahren und Sanierungsoptionen<\/h3>\n<p>In der Gr\u00fcnderphase gleicht die Unternehmensstruktur oft einem dynamischen Organismus, in dem Hierarchien flach sind und Entscheidungen schnell fallen. Mit zunehmender Gr\u00f6\u00dfe jedoch wird eine klare <strong>Corporate Governance als Erfolgsfaktor<\/strong> unverzichtbar, um Komplexit\u00e4t zu steuern und Vertrauen zu sichern. Sie definiert nicht nur die Rollen von Vorstand, Aufsichtsrat und Aktion\u00e4ren, sondern schafft auch die Regeln f\u00fcr transparente Entscheidungsprozesse und Risikomanagement. Ohne dieses stabile Ger\u00fcst aus internen Kontrollen und ethischen Leitlinien droht das Unternehmen im Wachstum zu scheitern. Die Kunst liegt darin, die schlanken, agilen Strukturen der Anfangszeit mit der notwendigen formalen Governance zu vereinen \u2013 ein Balanceakt, der \u00fcber Erfolg oder Misserfolg entscheidet.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Der Puls der deutschen Wirtschaft schl\u00e4gt stark und dynamisch \u2013 von familiengef\u00fchrten Mittelstandsbetrieben bi [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"vkexunit_cta_each_option":"","footnotes":""},"categories":[11],"tags":[],"class_list":["post-22569","post","type-post","status-publish","format-standard","hentry","category-news"],"_links":{"self":[{"href":"https:\/\/theoria.info\/index.php?rest_route=\/wp\/v2\/posts\/22569","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/theoria.info\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/theoria.info\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/theoria.info\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/theoria.info\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=22569"}],"version-history":[{"count":1,"href":"https:\/\/theoria.info\/index.php?rest_route=\/wp\/v2\/posts\/22569\/revisions"}],"predecessor-version":[{"id":22570,"href":"https:\/\/theoria.info\/index.php?rest_route=\/wp\/v2\/posts\/22569\/revisions\/22570"}],"wp:attachment":[{"href":"https:\/\/theoria.info\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=22569"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/theoria.info\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=22569"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/theoria.info\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=22569"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}