-
Vogt, T.: ¬Die Transformation des renommierten Informationsservices zbMATH zu einer Open Access-Plattform für die Mathematik steht vor dem Abschluss. (2020)
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- Content
- "Mit Beginn des Jahres 2021 wird der umfassende internationale Informationsservice zbMATH in eine Open Access-Plattform überführt. Dann steht dieser bislang kostenpflichtige Dienst weltweit allen Interessierten kostenfrei zur Verfügung. Die Änderung des Geschäftsmodells ermöglicht, die meisten Informationen und Daten von zbMATH für Forschungszwecke und zur Verknüpfung mit anderen nicht-kommerziellen Diensten frei zu nutzen, siehe: https://www.mathematik.de/dmv-blog/2772-transformation-von-zbmath-zu-einer-open-access-plattform-f%C3%BCr-die-mathematik-kurz-vor-dem-abschluss."
- Field
- Mathematik
- Object
- Zentralblatt für Mathematik
-
Freistetter, F.: Ist gleich immer gleich gleich? (2022)
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- Abstract
- Das Gleichheitszeichen spielt eine zentrale Rolle in der Mathematik. Aber wann sind zwei Dinge wirklich identisch?
- Date
- 16.11.2022 14:23:27
- Field
- Mathematik
-
Eyert, F.: Mathematische Wissenschaftskommunikation in der digitalen Gesellschaft (2023)
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- Field
- Mathematik
- Source
- Mitteilungen der Deutschen Mathematiker-Vereinigung. 2023, H.1, S.22-25
-
Ornes, S.: Mathematiker aus Silizium (2021)
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- Abstract
- Ein Computer, der eigenständig mathematische Vermutungen formuliert und diese auch beweist - davon träumen viele Wissenschaftler. Neue Methoden der künstlichen Intelligenz könnten die Zukunftsvision ein Stück näher bringen.
- Field
- Mathematik
-
Kleiner, J.: Integrierte Informationstheorie : Mathematisierung des Bewusstseins (2021)
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- Abstract
- Ein Meilenstein in der Ergründung des menschlichen Geists oder Mathematik auf dem Holzweg? Die Meinungen über die Rolle der abstrakten Wissenschaft in der Bewusstseinsforschung gehen weit auseinander. Dennoch könnten mathematische Konzepte dabei helfen, eines der ältesten Rätsel der Menschheit zu lösen.
-
Göbel, S.; Sperber, W.; Wegner, B.: 150 Jahre : ein Rückblick auf das Jahrbuch über die Fortschritte der Mathematik (2020)
0.06
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- Abstract
- Das Jahrbuch über die Fortschritte der Mathematik (JFM) 1868-1942 ist mehr als ein historischer Zeitzeuge für die Entwicklung der Mathematik in der zweiten Hälfte des 19. und ersten Hälfte des 20. Jahrhunderts. Als integraler Bestandteil der Datenbank zbMATH bieten die Daten des JFM einen Zugang zur mathematischen Literatur ab der Mitte des 19. Jahrhunderts. Das Jahrbuch hat eine bewegte Geschichte. Es entstand aus einer privaten Initiative, geriet durch den ersten Weltkrieg in eine tiefe Krise, wurde dann von der Preußischen Akademie der Wissenschaften übernommen, die das Jahrbuch noch bis zum Ende des zweiten Weltkriegs unter sich ständig verschlechternden Rahmenbedingungen und zunehmenden politischen Restriktionen weiterbetrieben hat. Der Artikel beschreibt die Enstehungsgeschichte und die Entwicklung des JFM von 1868 bis heute und würdigt das Wirken der Mathematiker, die federführend daran beteiligt waren. Einen Schwerpunkt bildet die konzeptionelle Diskussion und die Entwicklung der Anforderungen an mathematische Literaturdokumentationsdienste, die heute, im digitalen Zeitalter, vor gänzlich neuen Herausforderungen stehen. Zusätzlich zu den Daten des JFM liegt einiges an Originaldokumenten und Sekundärliteratur in der Berlin-Brandenburgischen Akademie der Wissenschaften (BBAW) vor. Aber nicht alles wurde dokumentiert und vieles ist verschollen, etwa die Daten des JFM für das Jahr 1943. Wir weisen an mehreren Stellen im Artikel darauf hin.
- Field
- Mathematik
- Object
- Jahrbuch Fortschritte Mathematik
Zentralblatt für Mathematik
-
Bischoff, M.: KI lernt die Sprache der Mathematik (2020)
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- Content
- Verweis auf: Lample, G., Charton, F.: Deep learning for symbolic mathematics. ArXiv: 11912.01412, 2019.
- Field
- Mathematik
-
Freistetter, F.: Vollkommen logisch (2020)
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- Abstract
- Das Internet steckt voller Informationen. Um aber diejenigen zu finden, die einen wirklich interessieren, braucht man gute Suchmaschinen - und die richtige Mathematik.
-
Hischer, H.: ChatGPT und Mathematikunterricht : eine didaktische Herausforderung? (2023)
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- Abstract
- Seit dem 30. November 2022 sind sog. "Chatbots" im Internet frei verfügbar - quasi als ansprechbarer "Avatar" für einen virtuellen "Dialog" zu einem (nahezu?) beliebigen Thema, so etwa derzeit (noch?) kostenfrei über den Link chatgpt.ch. Bereits die letzten beiden Ausgaben der Mitteilungen widmeten sich dem damit eröffnenden Themenkreis exemplarisch mit unterschiedlichen, z. T. verblüffenden Beispielen. Und sofort wurde (nicht nur mir) im Kontakt mit Kolleginnen und Kollegen aus Schule und Hochschule deutlich, dass sich hieraus Konsequenzen für künftige Prüfungsleistungen ergeben, etwa sogar in derart krasser Form, dass "häuslich erbrachte Leistungen nicht mehr bewertbar" seien. Solchen Diskussionen mit der Suche nach Lösungen und Konzepten wird nicht auszuweichen sein. In diesem Essay wird kurz der Bereich des Mathematikunterrichts an allgemeinbildenden Schulen angesprochen und dabei ein Vergleich mit der rund 30 Jahre alten didaktischen Diskussion zur sog. "Trivialisierung" des Mathematikunterrichts durch die damals aufkommenden Computeralgebrasysteme gezogen. Antworten dazu müssen in der nun anstehenden fachdidaktischen Diskussion gefunden werden. Der früher mal favorisierte und derzeit wohl kaum praktizierte "Mathematische Aufsatz" im Gymnasium wird angesichts von ChatGPT wohl definitiv nicht mehr möglich sein.
- Field
- Mathematik
-
Bischoff, M.: Eine (fast) unlösbare Aufgabe mit tragischem Ende : die fabelhafte Welt der Mathematik (2023)
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- Field
- Mathematik
- Series
- Spektrum.de / Mathematik
-
Hulek, K.; Teschke, O.: ¬Die Transformation von zbMATH zu einer offenen Plattform für die Mathematik (2020)
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- Field
- Mathematik
- Object
- Zentralblatt für Mathematik
-
Matt, A.; Schaber, E.; Violet, B.: Vielfältige Formate und dynamische Umsetzung : Mathematik-Kommunikation zu Künstlicher Intelligenz bei IMAGINARY (2023)
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- Abstract
- IMAGINARY verfügt über eine große Spannbreite und eine Vielzahl an Ressourcen im Bereich der Mathematik- und Wissenschaftskommunikation. In diesem Artikel werden Formate zum Thema Künstliche Intelligenz (KI) für Zielgruppen mit unterschiedlichem Vor- und Fachwissen vorgestellt. Zwei grundlegende Themen, die eine wichtige Rolle im Maschinellen Lernen bilden, stehen dabei im Vordergrund: Neuronale Netze und Reinforcement Learning. IMAGINARY vermittelt diese beiden Schwerpunkte auf vielfältige Weise. Dieser Beitrag stellt einige der verwendeten Formate vor: Von interaktiven Exponaten in der Ausstellung "I AM A.I." zu "Explorables" in digitalen Programmen, über Online-Kurse auf Lernplattformen bis hin zu Workshops für Schüler*innen oder Mathematiklehrkräfte.
- Field
- Mathematik
-
Spannagel, C.: Hat ChatGPT eine Zukunft in der Mathematik? (2023)
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- Abstract
- Mit Sprachassistenten wie ChatGPT und Bard stehen seit kurzem Werkzeuge zur Verfügung, die natürlichsprachliche Eingaben (engl. prompts) verarbeiten und ebenso in natürlicher Sprache beantworten können. Nachdem der auf dem Large Language Model GPT-3.5 basierende KI-Sprachassistent ChatGPT im November 2022 von der Firma OpenAI veröffentlicht worden war, waren selbst KI-Expert*innen von dessen Leistungsfähigkeit überrascht. Seitdem ist die Entwicklung rasch vorangeschritten: Mitterweile ist das noch leistungsfähigere Sprachmodell GPT-4 veröffentlicht, und Google hat mit dem Sprachassistenten Bard nachgezogen. Es liegt nahe, diese Werkzeuge auch einmal hinsichtlich ihres mathematischen Potenzials zu untersuchen. Kann ChatGPT eine Rolle in der Mathematik spielen, etwa beim Lösen mathematischer Aufgaben?
- Field
- Mathematik
-
Krug, K.: ¬The Hitchhickers Guide to the Integer : Die Sache mit der 42 (2020)
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- Field
- Mathematik
-
Bischoff, M.: Hobby-Mathematiker findet die lang ersehnte Einstein-Kachel : Mathematisches Mosaik (2023)
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- Field
- Mathematik
- Series
- Mathematik
-
Krapp, L.S.: Wahr oder falsch? : ein Algorithmus entscheidet . . . (2021)
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- Abstract
- In bestimmten Gebieten der Mathematik werden Algorithmen eingesetzt, um zu entscheiden, ob Aussagen wahr oder falsch sind. Dafür müssen wir allerdings sicherstellen, dass diese Handlungsvorschriften zur Lösung eines Problems auch wirklich funktionieren.
-
Lutz-Westphal, B.: ChatGPT und der "Faktor Mensch" im schulischen Mathematikunterricht (2023)
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- Field
- Mathematik
-
Hartnett, K.: Sind Sprachmodelle bald die besseren Mathematiker? (2023)
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- Field
- Mathematik
-
Bischoff, M.: Kacheln in höheren Dimensionen (2023)
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- Field
- Mathematik
-
Bischoff, M.: ¬Das Dornröschen-Problem spaltet die Mathewelt : Die fabelhafte Welt der Mathematik (2023)
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- Field
- Mathematik
- Series
- Mathematik
