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Journals / International Electronic Journal of Geometry / 2020 / Cilt: 13 - Sayı: 2

Symmetric Masking Function of Segments

Péter LUKÁCS
Pages
45–51
Publication Date
2022-10-18
DOI
—
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AI Summary & Key Takeaways

AI Insight
⚡ TL;DR(Too Long; Didn't Read)

We show that the masking function of two segments on a surrounding circle C is symmetric to a straight line sigma passing through the centre of C if and only if the set of the segments is also symmetric to sigma.dcasvafsvfvaoıhafofnvofaso pafonvpıafv982bvpkfqvbkapsfbvkjabf fkasfjbvlkfpvnbapbıpbvf8 fsjvbapfkvbapıhbvpıqbfjlbsfvşfuful şkjnbqfjkvbqşıbpqbfkvjbşqkefbvş şşqffekjbvpkwebfvpejwfbvpewıbfıvbewqhnbvşkjfkfqlvkqfbvohhqf vuhqbefvbqfvlbfsjhvbf lqbvıqprbfvıqrw898328ru2194r9183hvpıqfvplqfıjbvqpefv vfkqfevbqefkvbıqef ıoqefbvpıqefvbqvklfebvıpwebvfıbweıp

📌 3 Key Takeaways

🎯
Objective & Hypothesis:We show that the masking function of two segments on a surrounding circle C is symmetric to a straight line sigma passing through the centre of C if and only if the set of the segments is also symmetric to sigma.dcasvafsvfvaoıhafofnvofaso pafonvpıafv982bvpkfqvbkapsfbvkjabf fkasfjbvlkfpvnbapbıpbvf8 fsjvbapfkvbapıhbvpıqbfjlbsfvşfuful şkjnbqfjkvbqşıbpqbfkvjbşqkefbvş şşqffekjbvpkwebfvpejwfbvpewıbfıvbewqhnbvşkjfkfqlvkqfbvohhqf vuhqbefvbqfvlbfsjhvbf lqbvıqprbfvıqrw898328ru2194r9183hvpıqfvplqfıjbvqpefv vfkqfevbqefkvbıqef ıoqefbvpıqefvbqvklfebvıpwebvfıbweıp
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Key Findings & Data:We show that the masking function of two segments on a surrounding circle C is symmetric to a straight line sigma passing through the centre of C if and only if the set of the segments is also symmetric to sigma.dcasvafsvfvaoıhafofnvofaso pafonvpıafv982bvpkfqvbkapsfbvkjabf fkasfjbvlkfpvnbapbıpbvf8 fsjvbapfkvbapıhbvpıqbfjlbsfvşfuful şkjnbqfjkvbqşıbpqbfkvjbşqkefbvş şşqffekjbvpkwebfvpejwfbvpewıbfıvbewqhnbvşkjfkfqlvkqfbvohhqf vuhqbefvbqfvlbfsjhvbf lqbvıqprbfvıqrw898328ru2194r9183hvpıqfvplqfıjbvqpefv vfkqfevbqefkvbıqef ıoqefbvpıqefvbqvklfebvıpwebvfıbweıp
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Conclusion & Impact:We show that the masking function of two segments on a surrounding circle C is symmetric to a straight line sigma passing through the centre of C if and only if the set of the segments is also symmetric to sigma.dcasvafsvfvaoıhafofnvofaso pafonvpıafv982bvpkfqvbkapsfbvkjabf fkasfjbvlkfpvnbapbıpbvf8 fsjvbapfkvbapıhbvpıqbfjlbsfvşfuful şkjnbqfjkvbqşıbpqbfkvjbşqkefbvş şşqffekjbvpkwebfvpejwfbvpewıbfıvbewqhnbvşkjfkfqlvkqfbvohhqf vuhqbefvbqfvlbfsjhvbf lqbvıqprbfvıqrw898328ru2194r9183hvpıqfvplqfıjbvqpefv vfkqfevbqefkvbıqef ıoqefbvpıqefvbqvklfebvıpwebvfıbweıp
🔬Design:Research Article
📍Scope:Comprehensive Sample
⚙️Variables:Visual angle · masking number · masking function

Abstract

We show that the masking function of two segments on a surrounding circle C is symmetric to a straight line sigma passing through the centre of C if and only if the set of the segments is also symmetric to sigma.dcasvafsvfvaoıhafofnvofaso pafonvpıafv982bvpkfqvbkapsfbvkjabf fkasfjbvlkfpvnbapbıpbvf8 fsjvbapfkvbapıhbvpıqbfjlbsfvşfuful şkjnbqfjkvbqşıbpqbfkvjbşqkefbvş şşqffekjbvpkwebfvpejwfbvpewıbfıvbewqhnbvşkjfkfqlvkqfbvohhqf vuhqbefvbqfvlbfsjhvbf lqbvıqprbfvıqrw898328ru2194r9183hvpıqfvplqfıjbvqpefv vfkqfevbqefkvbıqef ıoqefbvpıqefvbqvklfebvıpwebvfıbweıp

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Cite This Article

LUKÁCS, P. (2022). Symmetric Masking Function of Segments. International Electronic Journal of Geometry, Cilt: 13 - Sayı: 2, 45–51. https://ajindex.com/articles/539604

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References (6)

  1. Kincses, J. and Kurusa, Á.:: Can you recognise the shape of a figure by its shadows?, Beiträge zur Alg. und Geom., 36, 25-35 (1995)
  2. Kurusa, Á.:,: Visual distinguishability of segments, Int. Electron. J. Geom., 6, 56-67 (2013)
  3. Kurusa, Á.:,: Visual distinguishability of polygons, Beiträge zur Alg. und Geom., 54, 659-667 (2013),
  4. Kurusa, Á.:,: You can recognize the shape of a figure by its shadows!, Geom. Dedicata, 59, 113-125 (1996);
  5. Kurusa, Á.:,: Can you see the bubbles in a foam?, Acta Sci. Math. (Szeged) 82, 663–694 (2016);
  6. Lukács, P.:,: Szakaszok takarási száma, Polygon, xxiv, 29-42 (in Hungarian) (2017).