This sculpture, designed in #Mathematica and 3D printed at @ICERM's Ultimaker 3, illustrates how the Sierpinski carpet fractal is the limiting set of an octree (each node has eight children). ams.org/publicoutreach/math-… Thank you @amermathsoc for featuring it! #MathArt @ComplexTrees – at Providence, RI

Bona Diada de Sant Jordi 🐉♾🌹 Temps era temps, un drac terrible atemoria els habitants de Catalunya... #SantJordi li va clavar la seva llança, i de la sang del drac va sorgir un roser de roses vermelles. #MathArt @ComplexTrees @WolframResearch @MMACA_cat @soccatmat @MatesInfoUB

My #MathArt work about @ComplexTrees exhibited during the Illustrating Mathematics Semester @ICERM is now available at the American Mathematical Society @amermathsoc Mathematical Imagery ams.org/publicoutreach/math-… Created with #Mathematica @WolframResearch 3D printed with @Ultimaker

Here is a time-lapse showing the process of laser cutting another @ComplexTrees specimen T{c,-c} captured with the help of @WolframResearch's Mathematica. Made @ICERM with @glowforge 🛸 #MathArt #Glowforge #Fractal #Geometry #LaserCut #BinaryTree #Tessellation #Tiling #MathPuzzle

Thank you for making it possible! Time-lapse showing how the Tame Twin Dragon complex tree T{¼+i√7¼,-¼-i√7¼} was 3D printed @ICERM a few days ago #UM3 #IllustratingMathematics #MathArt #3Dprinting #Fractals @ComplexTrees Ultimaker 3 snapshots 📸🌱🌿🌲 captured by @_daviddumas

Apparently my recent work on @ComplexTrees introduces a pair of new families of connected self-similar sets where both logos of @studcCMS and @AARMS_math are elements found in the boundary between stable and unstable ternary trees #CMSWinterMeeting2019 #RéunionHiverSMC2019

I plan to explain this in detail at @BridgesMathart I come up with these kind of of Escher-like tilings by applying my theory of complex trees. This one comes from an specimen T{c,-c} where all branch paths not landing on the boundary were pruned. Made @ICERM with @glowforge :-)

Logos @studcCMS and @AARMS_math with my pair of families of tipset connected ternary complex trees T{z,1/2,1/(4z)} and T{z,-1/2,1/(4z)} introduced in arxiv.org/abs/1902.11282 #MathArt Unstable Set M Research done @UniBarcelona @universitatscat @imubcn @BibmatUB @MatesInfoUB @ICERM

Students of Barcelona Tech Math Summer Camp exploring @ComplexTrees 🌿🔁🎥 #videofeedback #infinite loop #fractals #mathart & #3Dprinting with #Mathematica @FME_UPC

Animation showing the complex dynamics relation between #JuliaSets x²+c and the classical #LogisticMap when "c" are real numbers in the interval [−2, ¼] #BifurcationDiagram 🌱 #BinaryTree #codevember #fractals #chaos #WolframLanguage #GIF more info available soon @ComplexTrees

Excited to see @nervous_system coming to Barcelona! @nervous_jessica & @henryseg inspired me to start #3DPrinting @ComplexTrees back in 2013

Nice! I haven't uploaded them yet but I wrote this post 2013 community.wolfram.com/groups… More plane-fill. #fractals T(½±i½), T(-½±i½) & T(±½-i½)

Tree versions of the reptiles that tile the plane periodically: H-tree T(±i/√2), tame twindragon T(±¼±i√7¼) & twindragon T(±½±i½) #Fractals