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• 10:02, 17 January 2026 T talk contribs created page File:Z2sin1zMapT.png ({{oq|Z2sin1zMapT.png|Original file ‎(1,933 × 1,124 pixels, file size: 118 KB, MIME type: image/png)|400}} Complex map of function \(f= z \mapsto z^2\sin(1/z) \ \). Notation: \( u+\mathrm i v = f(x\!+\!\mathrm i y)\ \); levels \(u=\mathrm{const}\) and levels \(v=\mathrm{const}\) are drawn. The conditional asymptotic \( z \mapsto 0\ \) takes place at \( z \to 0 \ , |\Im(z)|<\Re(z)^2\) : \[ \lim_{z\to 0,\ |\Im(z)|<\Re(z)^2 } f(z)=0 \] Range \(|y|<x^2\) in the map is shaded. The [[unco...)
• 10:02, 17 January 2026 T talk contribs uploaded File:Z2sin1zMapT.png ({{oq|Z2sin1zMapT.png|Original file ‎(1,933 × 1,124 pixels, file size: 118 KB, MIME type: image/png)|400}} Complex map of function \(f= z \mapsto z^2\sin(1/z) \ \). Notation: \( u+\mathrm i v = f(x\!+\!\mathrm i y)\ \); levels \(u=\mathrm{const}\) and levels \(v=\mathrm{const}\) are drawn. The conditional asymptotic \( z \mapsto 0\ \) takes place at \( z \to 0 \ , |\Im(z)|<\Re(z)^2\) : \[ \lim_{z\to 0,\ |\Im(z)|<\Re(z)^2 } f(z)=0 \] Range \(|y|<x^2\) in the map is shaded. The [[unco...)