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Table of lowest order Zernike polynomials Baby Bodysuit

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Table of lowest order Zernike polynomials Baby Bodysuit
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Baby American Apparel Organic Bodysuit
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SizeBody SizesProduct Measurements
WeightWidthLength
6 Month7 - 14 lb
(3.2 - 6.4 kg)
8 in
(20.3 cm)
15 in
(38.1 cm)
12 Month15 - 21 lb
(6.8 - 9.5 kg)
9.25 in
(23.5 cm)
17 in
(43.2 cm)
18 Month22 - 26 lb
(10 - 11.8 kg)
9.5 in
(24.1 cm)
17.5 in
(44.5 cm)
24 Month26 - 28 lb
(11.8 - 12.7 kg)
10 in
(25.4 cm)
18 in
(45.7 cm)

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About This Product
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Style: Baby American Apparel Organic Bodysuit

The finest organic cotton for your baby from American Apparel. 100% organic baby rib cotton, combed for softness and comfort. Designed for easy on-and-off. Fits all babies – both boys and girls. Triple-seat snaps for bottom/diaper closure. Select a design from our marketplace or customize it to make it your own!

Size & Fit

  • Available in 6M, 12M, 18M, 24M – see size chart for details
  • Reinforced three snap closure
  • Fits true to size

Fabric & Care

  • 5.0 oz. 100% certified organic combed ring spun cotton 1x1 baby rib
  • Flatlock seams
  • Double-needle ribbed binding on all openings
  • Machine washable. Washing before first use is recommended

Fully committed to providing high quality and safe products, all Zazzle baby products are Consumer Product Safety Improvement Act (CPSIA) compliant. Tracking label available in side seam.
About This Design
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Table of lowest order Zernike polynomials Baby Bodysuit
The elegance of orthogonal polynomials unleashed! We all studied orthogonal polynomials and many of us work with them. Now, the visual beauty of these forms is evident using Zernike's set orthogonal over the unit disc. The coloration is created to highlight the small variations about the zero mean. The effect is captivating. We see the polynomials arranged in a table; the order increases moving down; the angular frequency increases to the right. The top row represents the real polynomials, the rotationally invariant set (m = 0). The bottom row shows the analytic set (n = m). The middle row represents the complex set, which is everything else (m > 0, n != m). The Nobel Prize in Physics was awarded to Zernike in 1953 for his discovery of phase contrast microscopy
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zernike polynomials

zernikes polynomials

zernike disc polynomials

zernikes disc polynomials

hartmut

orthogonal functions

special functions

aberration theory

rotational symmetry

complex function

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zernike polynomialszernikes polynomialszernike disc polynomialszernikes disc polynomialshartmutorthogonal functionsspecial functionsaberration theoryrotational symmetrycomplex function
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