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Mug - Cauchy's complex contributions
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Mug - Cauchy's complex contributions
Celebrate some important contributions of the French mathematician Augustin Cauchy to the complex analysis. This mug lists the Cauchy integral theorem, a bedrock result in complex function theory. Next it presents the Cauchy integral formula which is trivial after the the integral theorem is proved. Finally, you see the Cauchy differentiation formula which flows from the integral theorem. Whether you have fond memories or dim memories of these theorems, this mug will show your appreciation of the seminal contributions of this great mathematician.
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5 out of 5 stars ratingBy Jesmina B.January 7, 2024 • Verified Purchase
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My order was on time, and looked exactly how it appeared on the order site. Printing is gorgeous and so far lasting really well.
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5 out of 5 stars ratingBy D.August 16, 2022 • Verified Purchase
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Replacement mug arrived today and in record time!! (The original one was damaged in shipping) The mug is in perfect condition.
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5 out of 5 stars ratingBy Kristie N.December 15, 2020 • Verified Purchase
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I bought these mugs to give to my clients and people connected to my business and they have had great success. Very happy with the outcome, the service, and the product. Printing turned out great, colours with vibrant and product looks clear and professional. Happy with the results.
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Product ID: 168384674052482479
Designed on 2009-06-07, 8:06 PM
Rating: G
