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Mug - Cauchy's complex contributions

4.8 out of 5 stars rating
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  • Available in 325 ml or 443 ml
  • Dimensions:
    • 325 ml: 8.1 cm D x 9.7 cm H
    • 443 ml: 8.6 cm D x 11.4 cm H
  • Microwave and dishwasher safe
  • Use caution when removing the mug from the microwave. Use a pot holder or glove as necessary if it is too hot to the touch. Do not microwave an empty mug
  • Strong, ceramic construction
  • Meets FDA requirements for food and beverage safety
  • Do not overfill and be careful with hot liquids that may scald
  • Keep out of reach of children when filled with hot liquid

About This Design

Mug - Cauchy's complex contributions

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.
Math art
Bronze
Artwork designed by
Albuquerque, New Mexico, United States
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Customer Reviews

4.8 out of 5 stars rating21.6K Total Reviews
19131 total 5-star reviews1833 total 4-star reviews320 total 3-star reviews132 total 2-star reviews199 total 1-star reviews
21,615 Reviews
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Very happy with the printing and overall quality of the personalized welcome pack for our employees. Great quality and placement, very happy with how it turn out!
5 out of 5 stars rating
By Debbie P.19 November 2023 • Verified Purchase
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I have not gifted it yet, but know the person will love it. Awesome - nice and bold
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By Kirsty D.7 May 2021 • Verified Purchase
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Very pleased with the product. Arrived well packaged in one piece and looks good. Exactly as per picture.

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Mugs
complexanalysisvariablesintegrationdifferentiationanalyticfunctionsholomorphicscientistsmathematicians
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complexanalysisvariablesintegrationdifferentiationanalyticfunctionsholomorphicscientistsmathematicians

Other Info

Product ID: 168384674052482479
Posted on 7/06/2009, 8:06 PM
Rating: G