• A study on bi-parametric potentials: inversion formulas utilizing wavelet-like transformations in weighted lebesgue spaces 

  Yıldız, Güldane; Kahraman, Recep; Bayrakçı, Simten (Işık University Press, 2025-08-01)

  We introduce a new family of wavelet-like transforms based on bi-parametric semigroups associated with the Laplace-Bessel differential operator. Using these transforms, we obtain new inversion formulas for bi-parametric ...

• On a certaıin subclass of analytic functions defined by Rabotnov function 

  Lagad, Aditya; Ingle, R. N.; Thirupathi Reddy, Pinninti; Venkateswarlu, Bollineni (Işık University Press, 2025-08-01)

  The study of the geometric properties of analytic functions and their numerous applications in a variety of mathematical fields, including fractional calculus, probability distributions, and special functions, has drawn ...

• Optimizing queueing systems with metaheuristics: a comparative analysis of genetic algorithms and traffic flow inspired optimization 

  Hameed, Arshad; Hadi Rashid, Amal; Ibrahim Shahab, Ghaida; Mohammed, Shaimaa; Rabiu, Sani (Işık University Press, 2025-08-01)

  Queueing system inefficiencies present critical operational challenges in service industries, particularly in healthcare where extended patient wait times and suboptimal resource utilization directly impact service quality ...

• Fuzzified bisection method to find the root of an algebraic equation using n−polygonal fuzzy numbers 

  Vable, Kalyani Nandu; Jadhav, Pravin Ganpat; Gaikwad, Shikishan Babu (Işık University Press, 2025-08-01)

  In this paper, we introduce a fuzzified bisection method to find the root of an algebraic equation using n-polygonal fuzzy numbers. We present a new approach for finding the root of an algebraic equation with the n-polygonal ...

• Inverse problem for a two-dimensional wave equation with a fractional Riemann-Liouville time derivative 

  Kalandarovich, Durdimurod Durdiev; Suyarov, Tursunbek Rajabboy; Turdiev, Halim (Işık University Press, 2025-08-01)

  In this paper, we consider direct and inverse problems for a two-dimensional fractional wave equation with the Riemann-Liouville time fractional derivative. The direct problem is the initial-boundary problem for this ...

• On Heronian mean anti-magic labeling of some graphs 

  Sivaranjani, B.; Kavitha, S. (Işık University Press, 2025-08-01)

  Let G = (V (G), E(G)) be a finite, simple, connected and undirected graph with p vertices and q edges. Let Φ : V (G) → {1, 2, 3, · · · , q + 1} and the induced edge labeling Φ*: E(G) → {1, 2, 3, · · · , q+1} is defined by ...

• Algebraic properties of Kernel symmetric neutrosophic fuzzy matrices 

  Murugadas, P.; Shyamaladevi, T.; Anandhkumar, Mani (Işık University Press, 2025-08-01)

  We define secondary k-Kernel symmetric (KS) and provide numerical examples for neutrosophic fuzzy matrices (NFM). We discuss the relation between s-k- KS, sKS, k- KS and KS NFM. We identify the necessary and sufficient ...

• Investigation of intuitionistic fuzzy contra Gδ-e-locally continuous and irresolute functions 

  Saravanakumar, Gurusamy (Işık University Press, 2025-08-01)

  This paper aims to present the concepts of intuitionistic fuzzy contra Gδ-elocally continuous and intuitionistic fuzzy contra Gδ-e-locally irresolute functions within the framework of intuitionistic fuzzy topological spaces. ...

• Fuzzy parameterized fuzzy binary soft sets and their application in decision making 

  Patil, P. G.; Teli, Rani; P. N., Anil (Işık University Press, 2025-08-01)

  This paper aims to define fuzzy parameterized fuzzy binary soft sets and there operations. Further, defined the decision-making algorithm under the fuzzy parameterized binary soft sets and illustrate an example to show the ...

• Different energies of the one-point union of complete bipartite graph 

  Pandya, Khushbu Vinodbhai; Kanani, Kailas Khimjibhai (Işık University Press, 2025-08-01)

  The concept of energy of graphs originated with chemical applications and was first introduced by Gutman in 1978. The energy of a graph E(G) was defined as the sum of the absolute eigenvalues of the adjacency matrix. In ...

• Stochastic expectation maximization algorithm for exponential-poisson distribution under type-I progressive interval censoring 

  Mohammadi, Ahmad; Shadrokh, Ali; Yarmohammadi, Masoud (Işık University Press, 2025-08-01)

  The Exponential-Poisson (EP) distribution is generated by combining the Exponential distribution with a zero truncated Poisson distribution as a model for lifetime data with decreasing failure rate. This paper deals with ...

• Numerical solutions of integral equations using shifted fractional Vieta-Fibonacci polynomials 

  Marasi, Hamid Reza; Hama, Mohammed A. (Işık University Press, 2025-08-01)

  In this paper, we propose a numerical technique to find approximate solutions of generalized Abel’s integral equations, GAIEs, of the first and second kinds, based on the use of shifted fractional Vieta-Fibonacci polynomials. ...

• Convergence of Clifford Jacobi wavelets in Lᵖ-norm and short time fourier transform 

  Kumar, Devendra (Işık University Press, 2025-08-01)

  We have developed an approximate identity and studied the convergence of Clifford-Gegenbauer-Jacobi polynomials and their associated wavelets in Lᵖ-sense. Additionally, the convergence of short-time Clifford Fourier transform ...

• Characterizations of fuzzy standard element in fuzzy lattices 

  Khubchandani, Payal Ashok; Khubchandani, Jyoti Ashok (Işık University Press, 2025-08-01)

  In this paper, we introduce the concepts of fuzzy neutral elements, fuzzy join-standard, and fuzzy meet-standard elements in fuzzy lattices. Also, we have proved the fundamental characterization theorem of fuzzy join-standard ...

• Approximate solution for multi-higher nonlinear fractional Volterra- Fredhlom Integro-Differential Equations 

  M. Hamood, Maha; Sharif, Abdulrahman A.; Ghadle, Kirtiwant P. (Işık University Press, 2025-08-01)

  In this paper finds semi-approximate solutions for nonlinear Integro-Differential Equations of fractional order (FIDEs) of the Volterra-Fredholm Hammerstein (VFH) type, where the higher-order fractional derivative is defined ...

• Complete soft semigraphs: comprehensive analysis of K m1−1,m2−1,...,mr−1 m1,m2,...,mr structures 

  George, Bobin; Jose, Jinta; Thumbakara, Rajesh K. (Işık University Press, 2025-08-01)

  Soft set theory provides a systematic approach for handling imprecision and uncertainty by categorizing elements of a set based on specific parameters. In semigraph theory, soft semigraphs utilize this approach, offering ...

• Some properties of zero-divisor graphs of direct products of finite fields 

  Gaded, Subhash Mallinath; Sai Narayana, Nithya (Işık University Press, 2025-08-01)

  This study investigates the zero-divisor graphs of the direct products of finite fields with vertex set consisting of non-zero zero divisors of the direct products of finite fields, and two distinct non-zero zero divisors ...

• Practically stability and Ulam-Hyers stability of fuzzy control Volterra Integro differential system under granular differentiability: a stability comparison 

  Özbay Elibüyük, Betül; Yakar, Coşkun (Işık University Press, 2025-08-01)

  In this study, the stability analysis of the solutions of a fuzzy control Volterra Integro differential system under granular differentiability has been examined for the first time in literature. Mainly, practical stability ...

• Nonlinear Langevin fractional differential equation with nonlocal mixed boundary conditions involving a Caputo-exponential 

  Derdar, Nedjemeddine (Işık University Press, 2025-08-01)

  In this paper, the existence and uniqueness results for a nonlinear Langevin fractional differential equation with nonlocal mixed (multipoint, fractional integral and fractional derivative) boundary conditions involving a ...

• Nonlinear Love waves in a homogeneous layer overlying a homogeneous half-space 

  Demirkuş, Dilek (Işık University Press, 2025-08-01)

  In this article, the focus is on the propagation of Love waves in a solid layer overlying a solid half-space, assuming that both layer and half-space consist of nonlinear, isotropic, homogeneous, hyper-elastic, and generalized ...

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