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Fourier_series1 Tote Bag

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Style: Budget Tote

Design your own tote bag to carry your belongings in style! Available in multiple sizes to suit all your carrying needs, these bags are made of 100% natural material and can be customised with your favourite pictures and text for the perfect gift or casual accessory. Versatile, trendy, and durable, this custom tote means you'll always look fashionable!

  • Dimensions: 40.0cm (L) x 38.7cm (W)
  • Material: 135g 100% cotton
  • Cotton handles with stress-point reinforced stitching
  • Choice of 5 handle colours
  • Print on both sides for a small additional charge
  • Recommended care instructions: Hand wash cold. Do not bleach. Lay flat to dry. Do not iron.

About This Design

Fourier_series1 Tote Bag

Fourier_series1 Tote Bag

Joseph Fourier Fourier analysis a term named after the French mathematician Joseph Fourier, is the process of breaking down a complex function and expressing it as a combination of simpler functions. The opposite process of combining simpler functions to reconstruct the complex function is termed as Fourier Synthesis. Mostly, the simpler functions are chosen to be sine and cosine functions. Thus, the term .Fourier analysis expresses a complex function in terms of sine and cosine terms and the term .Fourier Analysis reconstructs the complex function from the sine and cosine terms. Frequency is the measure of number of repetitive occurrences of a particular event. By definition, a sine wave is a smooth curve that repeats at a certain frequency. Thus, the term frequency and sine are almost synonymous. A cosine wave is also a sine wave but with 90* phase shift. Therefore, when you talk about sine and cosine functions, you are taking in terms of "frequencies". That is why in signal processing, the Fourier analysis is applied in frequency (or spectrum) analysis. Fourier series: Applied on functions that are periodic. A periodic function is broken down and expressed in terms of sine and cosine terms. In mathematics, the term series represents a sum of sequence of numbers. For example we can make a series with a sequence of numbers that follows Geometric Progression (common ratio between the numbers). Copyright (c)Artist Nandika(Namrata) Dutt All works showcased are Original artwork by Artist Nandika(Namrata) Dutt . Fine Art America ships all over the world, including India also. Thank you for your attention and visiting my artwork.

Customer Reviews

4.6 out of 5 stars rating6.8K Total Reviews
5194 total 5-star reviews1125 total 4-star reviews321 total 3-star reviews125 total 2-star reviews84 total 1-star reviews
6,849 Reviews
Reviews for similar products
5 out of 5 stars rating
By Joseph W.4 October 2023Verified Purchase
Budget Tote
Creator Review
Good quality bag, well stitched. Handy for shopping. Picture turned out pretty good, I'm better at using the design tool now so can use filters etc in the future
5 out of 5 stars rating
By Animist A.24 October 2020Verified Purchase
Budget Tote
Creator Review
Great quality material. Excellent quality printing. Very impressive.
5 out of 5 stars rating
By C.31 January 2021Verified Purchase
Budget Tote
Zazzle Reviewer Program
A tote bag is a tote bag unless there’s something on it to make it special - and that is our logo. It’s made a perfectly lovely tote bag into an amazing walking piece of advertising! I can’t believe how well the printing came out as our logo is quite intricate. I am really impressed with this item and would highly recommend! x

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Other Info

Product ID: 149235174268763747
Created on 08/11/2018, 4:03
Rating: G