barqueira lbarqueira - Bluesky Statics

Thank you 👍

16.12.2025 16:56 — 👍 0 🔁 0 💬 0 📌 0

Thank you.

13.12.2025 23:46 — 👍 0 🔁 0 💬 1 📌 0

Love it. Any code to share?

13.12.2025 22:19 — 👍 1 🔁 0 💬 1 📌 0

A painting my mother made in 1997. The most beautiful gift I've ever received.
#painting #art

06.12.2025 03:00 — 👍 9 🔁 0 💬 0 📌 0

Roots of complex polynomial
Inspired by ‪the work of @sconradi.bsky.social
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

03.10.2025 17:31 — 👍 12 🔁 2 💬 0 📌 0

Bem engraçado.

20.09.2025 20:38 — 👍 0 🔁 0 💬 0 📌 0

My bear phase.
#CorgiCrew #DogsOfBluesky #corgisky #corgi #photography #photo

05.09.2025 21:10 — 👍 18 🔁 0 💬 1 📌 0

Father and son in complete harmony.
#CorgiCrew #DogsOfBluesky #corgisky #corgi #photography #photo

31.08.2025 21:34 — 👍 30 🔁 2 💬 1 📌 0

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31.08.2025 18:26 — 👍 0 🔁 0 💬 0 📌 0

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25.08.2025 16:42 — 👍 0 🔁 0 💬 0 📌 0

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24.08.2025 12:29 — 👍 0 🔁 0 💬 0 📌 0

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20.08.2025 14:03 — 👍 0 🔁 0 💬 0 📌 0

It sounds great.

16.08.2025 20:00 — 👍 0 🔁 0 💬 0 📌 0

Yes, It is done with Python.

12.08.2025 17:47 — 👍 2 🔁 0 💬 0 📌 0

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12.08.2025 16:16 — 👍 0 🔁 0 💬 0 📌 0

Exploring the roots of an 18th-degree complex polynomial x^18−x^17+(100it1^5−100it1^4+100it1^3−100it1^2−100t1+100i)·x^10+(−100it2^4−100it2^3+100it2^2+100it2+100)·x^6−0.1 x+0.1 where t₁,t₂ are complex numbers on the unit circle. z-axis and color encode Im(t1).

Roots of complex polynomial
Inspired by ‪the work of @sconradi.bsky.social
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

11.08.2025 02:14 — 👍 60 🔁 7 💬 5 📌 1

Ria Formosa, Santa-Luzia, #Tavira, #Algarve, #Portugal
July, 2025
#photography, #photo

08.08.2025 23:00 — 👍 18 🔁 0 💬 0 📌 0

It is beautiful.

07.08.2025 20:56 — 👍 3 🔁 0 💬 0 📌 0

Hopalong Attractor
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

02.08.2025 23:16 — 👍 15 🔁 0 💬 1 📌 0

Exploring the chaotic beauty of Hopalong Attractors. Each of these nine images is generated from a different set of parameters, showing the incredible variety of patterns that emerge.
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

01.08.2025 23:31 — 👍 34 🔁 3 💬 1 📌 0

Visualizing Laplace Eigenfunctions on a Circular Domain
These vibrational patterns emerge from solving the eigenvalue problem for the discrete Laplacian matrix.
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

28.07.2025 21:15 — 👍 74 🔁 16 💬 6 📌 2

Photo taken by my youngest son of our great bud.
#Photography

27.07.2025 20:42 — 👍 16 🔁 0 💬 0 📌 0

A new approach:
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

25.07.2025 23:28 — 👍 14 🔁 0 💬 0 📌 0

Visualizing the roots of:
x⁹ + 3x⁷ + (−25𝑖𝑡₂² −25𝑖𝑡₂ +75𝑖)x⁵ −4x −50𝑡₁ −50𝑖
where 𝑡₁, 𝑡₂ are random points on the complex unit circle
750,000 (𝑡₁,𝑡₂) pairs → 6.75 million roots
Color maps Im(𝑡₂) using a psychedelic rainbow gradient
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

25.07.2025 00:55 — 👍 36 🔁 3 💬 2 📌 0

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24.07.2025 07:49 — 👍 1 🔁 0 💬 0 📌 0

Visualizing roots of::
(-15i·t₂² -15i·t₂ +15i)x⁷ + 3x⁶ -100t₁ -100i
where t₁, t₂ are complex numbers with |tⱼ|=1.
Key to the plot:
• ↔️ x/y: Root's real/imaginary parts
• ↕️ z: Imaginary part of t₂
• 🔵→🔴 Colors: Im(t₂) from -1 (blue) to +1 (red)
#MathArt #Python #CodeArt #SciArt #CreativeCoding #Math

22.07.2025 19:32 — 👍 20 🔁 1 💬 0 📌 0

Color & Height:
z-axis = Im(t₂) (vertical)
Colors (YlOrRd colormap) = Im(t₂)
Yellow: Im(t₂) ≈ 0 (t₂ nearly real)
Red: Im(t₂) → 1 (t₂ almost purely imaginary)

20.07.2025 21:22 — 👍 4 🔁 0 💬 0 📌 0

3D visualization shows the complex roots of:
10x¹⁸ - 10x¹⁷ + (3200t₂⁶-4800t₂⁴+1800t₂²-100)x⁸ + (200t₁³-100)x⁷ - 10x + 10
where t₁,t₂ are complex numbers on the unit circle.
Colors represent Im(t₂) ≥ 0
Inspired by ‪the work of @sconradi.bsky.social
#MathArt #Python #CodeArt #BlueskyArt #SciArt

20.07.2025 21:08 — 👍 37 🔁 1 💬 2 📌 0

📌

16.07.2025 14:44 — 👍 0 🔁 0 💬 0 📌 0

Yesterday in Ria Formosa, Santa-Luzia, Tavira, Portugal
#Photography, #Portugal, #Algarve, #tavira

12.07.2025 21:45 — 👍 17 🔁 0 💬 0 📌 0

Posts by barqueira (@lbarqueira.bsky.social)