Dr. Öğr. Üyesi Bahar KULOĞLU
SİVAS BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MÜHENDİSLİK TEMEL BİLİMLERİ BÖLÜMÜ/MÜHENDİSLİK TEMEL BİLİMLERİ ANABİLİM DALI/
İletişim
- Akademik Görevler
- 2024
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SİVAS BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ
MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ Tez adı: MÜHENDİSLİK TEMEL BİLİMLERİ ANABİLİM DALI
- Öğrenim Bilgisi
- 2019-2023
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ERZİNCAN BİNALİ YILDIRIM ÜNİVERSİTESİ
FEN BİLİMLERİ ENSTİTÜSÜ Tez adı: Genelleştirilmiş narayana sayı dizileri, polinomları, uygulamaları ve pascal üçgeni - 2010-2016
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NEVŞEHİR HACI BEKTAŞ VELİ ÜNİVERSİTESİ
FEN BİLİMLERİ ENSTİTÜSÜ Tez adı: Consta-cyclic codes - 2006-2010
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CUMHURİYET ÜNİVERSİTESİ
FEN FAKÜLTESİ MATEMATİK BÖLÜMÜ
Kitap ve Kitap Bölümleri
1 Adet
1 |
Advanced Mathematics for the Modeling and Solution of Challenging Problems in Engineering
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Makaleler
44 Adet
1 |
Bütünleşik Kodlama Modellemesi ile Karesel ve Üçgensel Sayılardan Algoritmik Şifreleme Oluşturulması
KULOĞLU BAHAR
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2 |
An Encoding –Decoding Algorithm Based on k-Fermat and k-Mersenne Numbers
ESER Engin,KULOĞLU BAHAR,ÖZKAN ENGİN
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3 |
On the Properties of r-Circulant Matrices Involving Generalized Fermat Numbers
BAHAR KULOĞLU,ESER Engin,ÖZKAN ENGİN
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1 |
Symmetry and Attention Dynamics in Ducci-Generated
Jacobsthal Circulant Matrices
KULOĞLU BAHAR,Goy Taras,ÖZKAN ENGİN
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2 |
Exploring novel Fermat polynomials and their transformative properties
KULOĞLU BAHAR,ESER Engin,ÖZKAN ENGİN
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3 |
Matrix representation, determinants, and inverses of Gaussian Lehmer sequences for biperiodic error-correcting codes
KULOĞLU BAHAR,Mehreban Elahe,ÖZKAN ENGİN,HINÇAL EVREN
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4 |
Fibonacci-based geometrically weighted circulant matrices: low-rank approximations and applications in data compression
KULOĞLU BAHAR,GÖKBAŞ HASAN,ÖZKAN ENGİN
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5 |
Matrix-Theoretic Investigation of Generalized Geometric Frank Matrices: Spread Estimates and Arithmetic Insights
KULOĞLU BAHAR
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6 |
Analytical Characterization
of Self-Similarity in k-Cullen Sequences Through Generating Functions and
Fibonacci Scaling
Akkuş Hakan,KULOĞLU BAHAR,ÖZKAN ENGİN
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7 |
Rhaly terraced sequences their generalizations, properties and applications
Shannon Anthony G.,KULOĞLU BAHAR,ÖZKAN ENGİN
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8 |
On The Hyperbolic k-Mersenne And k-Mersenne-Lucas Octonions
ÖZKAN ENGİN,UYSAL MİNE,Kumari Munesh,Prasad Kalika
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9 |
A Note on Bivariate bi-periodic Mersenne Polynomials
KULOĞLU BAHAR,Cui Enze,ÖZKAN ENGİN,Peters James F.
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10 |
Mathematical Modeling to Reduce Disordered Cell Division
KULOĞLU BAHAR
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11 |
A quantum calculus framework for Gaussian Fibonacci and Gaussian Lucas quaternion numbers
KULOĞLU BAHAR
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12 |
Period of Pell-Narayana sequence in groups
KULOĞLU BAHAR,ÖZKAN ENGİN
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13 |
On k−division Fibonacci-Pell and
k−division Gaussian Fibonacci-Pell polynomials and their applications
Mehreban Elahe,KULOĞLU BAHAR,ÖZKAN ENGİN,HINÇAL EVREN
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14 |
Generalized Repunit Hybrid Quaternions: Structural and Pre-Cryptographic Insights
GÖKBAŞ HASAN,KULOĞLU BAHAR,ÖZKAN ENGİN
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15 |
INVESTIGATION OF HIGHER ORDER HORADAM NUMBERS,
THEIR ASSOCIATED TRANSFORMS AND SELF-SIMILARITY
KULOĞLU BAHAR,Peters James F.,UYSAL MİNE,ÖZKAN ENGİN
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16 |
Structural and closed-form analysis of Jacobsthal and Jacobsthal Lucas p-numbers
KULOĞLU BAHAR
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17 |
Applications of Jacobsthal and Jacobsthal-Lucas numbers in coding theory
BAHAR KULOĞLU,ÖZKAN ENGİN
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18 |
Hyperbolic functions obtained from k-Pell sequences
KULOĞLU BAHAR,ÖZKAN ENGİN
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19 |
Encoding-Decoding Algorithm Using the Catalan Transform of Weighted Tribonacci Sequence
Gelagay Girma Wondale,Yigzie Zerfie Teshome,KULOĞLU BAHAR
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20 |
Algorithmic Encryption of Natural Numbers Based on the Collatz Conjecture
KULOĞLU BAHAR
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21 |
Creating a New Coding and Decoding Algorithm Based on Violin Notes
KULOĞLU BAHAR
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22 |
Matrix representation of (d, k) - Fibonacci polynomials
KULOĞLU BAHAR,ÖZKAN ENGİN
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23 |
Fibonacci and Lucas Polynomials in n-gon
BAHAR KULOĞLU,ÖZKAN ENGİN,Marin Marin
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24 |
The r-circulant Matrices Associated with k-Fermat and k-Mersenne Numbers
BAHAR KULOĞLU,ESER Engin,ÖZKAN ENGİN
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25 |
d-Tribonacci Polynomials and Their Matrix Representations
BAHAR KULOĞLU,ÖZKAN ENGİN
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26 |
On the Mersenne and Mersenne-Lucas hybrinomial quaternions
BAHAR KULOĞLU,ESER Engin,ÖZKAN ENGİN
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27 |
The k-Fibonacci Group and Periods of the k-step Fibonacci Sequences
Kumari Munesh,Prasad Kalika, BAHAR KULOĞLU,ÖZKAN ENGİN
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28 |
ON THE (p,q)-NARAYANA n-DIMENSIONAL RECURRENCES
BAHAR KULOĞLU,ÖZKAN ENGİN
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29 |
p-Analogue of biperiodic Pell and Pell–Lucas polynomials
BAHAR KULOĞLU,ÖZKAN ENGİN,Shannon Anthony G.
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30 |
THE NARAYANA SEQUENCE IN FINITE GROUPS
BAHAR KULOĞLU,ÖZKAN ENGİN,Shannon Anthony G.
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31 |
On generalized (k, r)-Pell and (k, r)-Pell–Lucas numbers
BAHAR KULOĞLU,ÖZKAN ENGİN
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32 |
NEW NARAYANA TRIANGLE
BAHAR KULOĞLU,ÖZKAN ENGİN
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33 |
Catalan transform of the incomplete Jacobsthal numbers and incomplete generalized Jacobsthal polynomials
ÖZKAN ENGİN,UYSAL MİNE, BAHAR KULOĞLU
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34 |
On the bicomplex Gaussian Fibonacci and Gaussian Lucas numbers
ÖZKAN ENGİN, BAHAR KULOĞLU
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35 |
Hyperbolic functions obtained from k-Jacobsthal sequences
BAHAR KULOĞLU,ÖZKAN ENGİN
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36 |
Incomplete generalized Vieta–Pell and Vieta–Pell–Lucas polynomials
BAHAR KULOĞLU,ÖZKAN ENGİN,Shannon Anthony G.
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37 |
ON GENERALIZED (k, r) – GAUSS PELL NUMBERS
BAHAR KULOĞLU,ÖZKAN ENGİN
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38 |
On the new Narayana polynomials, the Gauss Narayana numbers and their polynomials
ÖZKAN ENGİN, BAHAR KULOĞLU
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39 |
An Encoding-Decoding Algorithm Based On Fermat And
Mersenne Numbers
ESER Engin,KULOĞLU BAHAR,ÖZKAN ENGİN
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40 |
GAUSSIAN FERMAT NUMBERS, POLYNOMIALS AND THEIR ASSOCIATED TRANSFORMS
KULOĞLU BAHAR
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41 |
K-Narayana sequence self-Similarity. flip graph views of k-Narayana self-Similarity
ÖZKAN ENGİN, BAHAR KULOĞLU,Peters James F.
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Bildiriler
22 Adet
1 |
Fermat ve Mersenne Saylarının Genelleştirilmesi Üzerine Kodlama
ve Kod Çözme Algoritması
ESER Engin,KULOĞLU BAHAR,ÖZKAN ENGİN
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2 |
Bivariate Bi-Periyodik Mersenne Polinomlarının Yapısı ve
Özdeşlikleri
KULOĞLU BAHAR,ÖZKAN ENGİN,Peters James F.,Cui Enze
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3 |
Gauss Pell Sayı Tipleri Üzerine,
BAHAR KULOĞLU,ÖZKAN ENGİN
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1 |
ENTROPY-ENHANCED 5×5 FUZZY FIBONACCI–FRANK MATRIX MODEL FOR ALZHEIMER’S DISEASE RISK CLASSIFICATION
KULOĞLU BAHAR
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2 |
ALZHEIMER RISK ANALYSIS USING A 4×4 MATRIX MODEL BASED ON FUZZY FIBONACCI AND FRANK SEQUENCES
KULOĞLU BAHAR
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3 |
UNLIMITED HIGHER ORDER FIBONACCI QUATERNIONS
KULOĞLU BAHAR
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4 |
FIBONACCI HYBRID QUATERNIONS SPINORS
KULOĞLU BAHAR
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5 |
MERSENNE-TYPE GENERALIZATIONS AND THEIR TRANSFORMS
ESER Engin,KULOĞLU BAHAR,ÖZKAN ENGİN
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6 |
A NEW MERSENNE-TYPE GENERALIZATIONS AND THEIR ANALYTICAL FRAMEWORK
ESER Engin,KULOĞLU BAHAR,ÖZKAN ENGİN
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7 |
QUANTUM-LIKE ENCRYPTION SUPPORTED BY RANDOMNESS BASED ON FIBONACCI AND KAKUTANI
KULOĞLU BAHAR,Polat Alper
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8 |
Structural and Self-Similarity Properties of
Higher-Order Horadam Numbers
KULOĞLU BAHAR,Peters James F.,UYSAL MİNE,ÖZKAN ENGİN
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9 |
Karesel ve üçgensel sayılardan kodlama teorisine yeni bir yaklaşım
BAHAR KULOĞLU,bozkuş semanur
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10 |
A New Approach to Narayana Hybrid Sequences
BAHAR KULOĞLU,ÖZKAN ENGİN
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11 |
Examination of the existence of coding on violin strings,
BAHAR KULOĞLU,ÖZKAN ENGİN
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12 |
An Encoding–Decoding Algorithm Based on Narayana Numbers
ESER Engin, BAHAR KULOĞLU,ÖZKAN ENGİN
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13 |
On the Fibonacci and Lucas Hybrinomial Quaternions,
BAHAR KULOĞLU,ESER Engin,ÖZKAN ENGİN
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14 |
Creating Encryption and Decryption Algorithm Using Pell Numbers
BAHAR KULOĞLU,ÖZKAN ENGİN
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15 |
On the Mersenne Hybrinomial Quaternions,
ÖZKAN ENGİN, BAHAR KULOĞLU,ESER Engin
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16 |
Relationship Between k-Jacobsthal-Lucas Sequence and Jacobsthal Like Sequence,
BAHAR KULOĞLU,ÖZKAN ENGİN
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17 |
On the Catalan Transforms of the Incomplete Jacobsthal Numbers,
UYSAL MİNE,ÖZKAN ENGİN, BAHAR KULOĞLU
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18 |
On New Narayana Polynomials
ÖZKAN ENGİN, BAHAR KULOĞLU
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19 |
The K-Narayana Sequence
ÖZKAN ENGİN, BAHAR KULOĞLU
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Projeler
5 Adet
1 |
2204-B Ortaokul arastırma projeleri yarışması
2025-04-07 -
2025-05-28
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2 |
2204-B Tübitak bilimsel araştırma projesi
2023-09-20 -
2024-04-25
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3 |
2204-A Tübitak bilimsel araştırma projesi
2023-09-20 -
2024-03-06
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4 |
2204-A Tübitak bilimsel araştırma projesi
2022-09-20 -
2023-04-04
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5 |
Genelleştirilmiş incomplete Jacobsthal polinomları
2021-07-26 -
2022-07-22
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Üniversite Dışı Deneyim
1 Adet
1 |
MİLLİ EĞİTİM BAKANLIĞI
Matematik Öğretmeni-Ortaöğretim matematik öğretmeni 2014- |
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Ödüller
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2024
Kamu,TÜRKİYEödül
MİLLİ EĞİTİM BAKANLIĞI,
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2024
Kamu,TÜRKİYEÜstün Başarı Belgesi
MAHALLİ İDARELER,
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2023
Kamu,TÜRKİYEBaşarı Belgesi
MAHALLİ İDARELER,
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2023
Kamu,TÜRKİYEBaşarı Belgesi
MİLLİ EĞİTİM BAKANLIĞI,
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2022
Kamu,TÜRKİYEBaşarı Belgesi
MİLLİ EĞİTİM BAKANLIĞI,