Öğr. Gör. İPEK EBRU KARAÇAY

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Makaleler 1

1. Applications of Cantor Set to Fractal Geometry

KARAÇAY İ. E., YÜCE S.

International Electronic Journal of Geometry , cilt.17, sa.2, ss.712-726, 2024 (ESCI, Scopus, TRDizin)

Hakemli Bilimsel Toplantılarda Yayımlanmış Bildiriler 7

1. Fractal Structures Based on the Bronze Ratio Number System: Entropic Investigation and Fractal Dimension Analysis

Çetinberk K., Yüce S., Karaçay İ. E.

XII International Scientific Conference: Modern Problems of Mathematics and Mechanics, Baku, Azerbaycan, 3 - 06 Eylül 2025, (Özet Bildiri)

2. Fractal Structures Based on the Silver Ratio and Pell Number System: An Entropic Analysis of Fractal Dimension

Karaçay İ. E., Yüce S., Çetinberk K.

XII International Scientific Conference: Modern Problems of Mathematics and Mechanics, Baku, Azerbaycan, 3 - 06 Eylül 2025, (Özet Bildiri)

3. Investigation of Fractal Dimension Algorithms in Different Geometries

Karaçay İ. E., Yüce S.

International TURAN-Fundamental Sciences Symposium (TURAN25), İstanbul, Türkiye, 23 - 25 Haziran 2025, ss.53, (Özet Bildiri)

4. A new approach to generalized cantor set for R3 in fractal geometry

Karaçay İ. E., Yüce S.

JOINT PERSPECTIVES IN GEOMETRY, ALGEBRA AND TOPOLOGY, Barcelona, İspanya, 1 - 05 Temmuz 2024, (Yayınlanmadı)

5. Fractal Geometry and Application of Cantor Set in Fractal Geometry

Karaçay İ. E., Yüce S.

Seminar Saga 2022-2023,, Malaga, İspanya, 08 Mart 2023, (Yayınlanmadı)

6. A new approach to generalized cantor set for R2 in fractal geometry

Karaçay İ. E., Yüce S.

18. Geometry Symposium, Malatya, Türkiye, 12 - 13 Temmuz 2021, ss.90-91, Malatya, Türkiye, 12 Temmuz 2021, (Özet Bildiri)

7. A New Approach to Generalized Cantor Set in Fractal Geometry

KARAÇAY İ. E., YÜCE S.

International Conference on Mathematics and Its Applications in Science and Engineering (ICMASE2020), Ankara, Türkiye, 9 - 10 Temmuz 2020, Ankara, Türkiye, 10 Temmuz 2020, (Özet Bildiri)

Metrikler

Öğr. Gör. İPEK EBRU KARAÇAY

Yayınlar & Eserler

1. Applications of Cantor Set to Fractal Geometry

1. Fractal Structures Based on the Bronze Ratio Number System: Entropic Investigation and Fractal Dimension Analysis

2. Fractal Structures Based on the Silver Ratio and Pell Number System: An Entropic Analysis of Fractal Dimension

3. Investigation of Fractal Dimension Algorithms in Different Geometries

4. A new approach to generalized cantor set for R3 in fractal geometry

5. Fractal Geometry and Application of Cantor Set in Fractal Geometry

6. A new approach to generalized cantor set for R2 in fractal geometry

7. A New Approach to Generalized Cantor Set in Fractal Geometry

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