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tie, Zernike, m = 1 Tie
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tie, Zernike, m = 1 Tie
The Zernike polynomials are the unique set of polynomials with rotational symmetries orthogonal over the unit disc. The are used extensively in optics and aberration theory to characterise and quantify imperfections in systems. Most notably, they are used in Lasik surgery to convert measurements of the human eye into ablation commands for the laser. These polynomials are hypnotic and represent some of the most beautiful art in mathematics. This tie makes a distinctive gift for a friend or a perfect gift for yourself.
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4.5 out of 5 stars rating2.5K Total Reviews
2,516 Reviews
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5.0 out of 5 stars rating
5 out of 5 stars ratingBy Amy C.17 May 2022 • Verified Purchase
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Zazzle Reviewer Program
It's absolutely perfect!! Turned out much better then I expected ❤️
It is a little expensive but very worth it. Printing is perfect can read it very well
4.0 out of 5 stars rating
4 out of 5 stars ratingBy Anonymous14 September 2025 • Verified Purchase
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I originally ordered 1 tie to test and ensure I liked it with the suits we had ordered! The tie came and it was perfect! We loved it! The colours were bright and the tie was beautifully made. I then ordered the 6 additional ties and the colours are slightly different. The 6 ties were a little less vibrant and the white background was slightly different!
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5.0 out of 5 stars rating
5 out of 5 stars ratingBy Anonymous6 April 2025 • Verified Purchase
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Lovely. My English class was impressed!
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Product ID: 151278243422824460
Added on 27/1/12, 11:05 am
Rating: G