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content.]]></itunes:summary><itunes:duration>4902</itunes:duration><itunes:explicit>false</itunes:explicit><itunes:image href="https://d3wo5wojvuv7l.cloudfront.net/t_rss_itunes_square_1400/images.spreaker.com/original/0db68be6fae65a6e10ba047d0f88370f.jpg"/><itunes:episodeType>full</itunes:episodeType></item><item><title>Treasure-Kathleen Norris</title><link>https://www.spreaker.com/episode/treasure-kathleen-norris--73838115</link><description><![CDATA[Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.<br /><br />This episode includes AI-generated content.]]></description><guid isPermaLink="false">https://api.spreaker.com/episode/73838115</guid><pubDate>Sat, 15 Aug 2026 09:02:52 +0000</pubDate><enclosure url="https://dts.podtrac.com/redirect.mp3/api.spreaker.com/download/episode/73838115/treasure_kathleen_norris.mp3" length="91176666" type="audio/mpeg"/><podcast:txt purpose="ai-content">true</podcast:txt><itunes:author>David Hilbert</itunes:author><itunes:subtitle>Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.</itunes:subtitle><itunes:summary><![CDATA[Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.<br /><br />This episode includes AI-generated content.]]></itunes:summary><itunes:duration>11386</itunes:duration><itunes:explicit>false</itunes:explicit><itunes:image href="https://d3wo5wojvuv7l.cloudfront.net/t_rss_itunes_square_1400/images.spreaker.com/original/0db68be6fae65a6e10ba047d0f88370f.jpg"/><itunes:episodeType>full</itunes:episodeType></item><item><title>Chateau d'Or-Mary Jane 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479-481.</itunes:subtitle><itunes:summary><![CDATA[Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.<br /><br />This episode includes AI-generated content.]]></itunes:summary><itunes:duration>33170</itunes:duration><itunes:explicit>false</itunes:explicit><itunes:image href="https://d3wo5wojvuv7l.cloudfront.net/t_rss_itunes_square_1400/images.spreaker.com/original/0db68be6fae65a6e10ba047d0f88370f.jpg"/><itunes:episodeType>full</itunes:episodeType></item><item><title>Mathematical Problems-David Hilbert</title><link>https://www.spreaker.com/episode/mathematical-problems-david-hilbert--73346699</link><description><![CDATA["Mathematical Problems" by David Hilbert presents a collection of significant mathematical challenges that have shaped the field. Hilbert's work is not only a testament to the enduring nature of mathematical inquiry but also highlights the importance of problem-solving and the pursuit of knowledge. The problems he poses continue to resonate with mathematicians and enthusiasts alike, as they address fundamental concepts that remain relevant today. Engaging with these problems invites listeners to explore the depths of mathematical thought and the creativity involved in finding solutions. This audiobook serves as both an intellectual journey and a celebration of the timeless nature of mathematics.<br /><br />This episode includes AI-generated content.]]></description><guid isPermaLink="false">https://api.spreaker.com/episode/73346699</guid><pubDate>Sun, 02 Aug 2026 19:04:44 +0000</pubDate><enclosure url="https://dts.podtrac.com/redirect.mp3/api.spreaker.com/download/episode/73346699/mathematical_problems_david_hilbert.mp3" length="68735701" type="audio/mpeg"/><podcast:txt purpose="ai-content">true</podcast:txt><itunes:author>David Hilbert</itunes:author><itunes:subtitle>"Mathematical Problems" by David Hilbert presents a collection of significant mathematical challenges that have shaped the field. Hilbert's work is not only a testament to the enduring nature of mathematical inquiry but also highlights the importance...</itunes:subtitle><itunes:summary><![CDATA["Mathematical Problems" by David Hilbert presents a collection of significant mathematical challenges that have shaped the field. Hilbert's work is not only a testament to the enduring nature of mathematical inquiry but also highlights the importance of problem-solving and the pursuit of knowledge. The problems he poses continue to resonate with mathematicians and enthusiasts alike, as they address fundamental concepts that remain relevant today. Engaging with these problems invites listeners to explore the depths of mathematical thought and the creativity involved in finding solutions. This audiobook serves as both an intellectual journey and a celebration of the timeless nature of mathematics.<br /><br />This episode includes AI-generated content.]]></itunes:summary><itunes:duration>8584</itunes:duration><itunes:explicit>false</itunes:explicit><itunes:image href="https://d3wo5wojvuv7l.cloudfront.net/t_rss_itunes_square_1400/images.spreaker.com/original/0db68be6fae65a6e10ba047d0f88370f.jpg"/><itunes:episodeType>full</itunes:episodeType></item><item><title>Mathematical Problems - David Hilbert</title><link>https://www.spreaker.com/episode/mathematical-problems-david-hilbert--72419753</link><description><![CDATA[Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.<br /><br />This episode includes AI-generated content.]]></description><guid isPermaLink="false">https://api.spreaker.com/episode/72419753</guid><pubDate>Mon, 08 Jun 2026 15:14:30 +0000</pubDate><enclosure url="https://dts.podtrac.com/redirect.mp3/api.spreaker.com/download/episode/72419753/mathematical_problems_david_hilbert.mp3" length="68665504" type="audio/mpeg"/><podcast:transcript url="https://transcription.spreaker.com/starship/7c4c024f-fed5-4990-bf42-a389694442d9/7c4c024f-fed5-4990-bf42-a389694442d9.srt" type="application/x-subrip" language="en"/><podcast:transcript url="https://transcription.spreaker.com/starship/7c4c024f-fed5-4990-bf42-a389694442d9/7c4c024f-fed5-4990-bf42-a389694442d9.txt" type="text/plain" language="en"/><podcast:transcript url="https://transcription.spreaker.com/starship/7c4c024f-fed5-4990-bf42-a389694442d9/7c4c024f-fed5-4990-bf42-a389694442d9.vtt" type="text/vtt" language="en"/><podcast:txt purpose="ai-content">true</podcast:txt><itunes:author>David Hilbert</itunes:author><itunes:subtitle>Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.</itunes:subtitle><itunes:summary><![CDATA[Lecture delivered before the International Congress of Mathematicians at Paris in 1900 and subsequently published in the Bulletin of the American Mathematical Society Vol. 8 (1902), 479-481.<br /><br />This episode includes AI-generated content.]]></itunes:summary><itunes:duration>8584</itunes:duration><itunes:keywords>bulletin,congress,delivered,hilbert,lecture,mathematical,mathematicians,mathematics,problems,subsequently</itunes:keywords><itunes:explicit>false</itunes:explicit><itunes:image href="https://d3wo5wojvuv7l.cloudfront.net/t_rss_itunes_square_1400/images.spreaker.com/original/0db68be6fae65a6e10ba047d0f88370f.jpg"/><itunes:episodeType>full</itunes:episodeType></item></channel></rss>
