• Book Review: Oktay Veliyev, Non-Self-Adjoint Schrödinger Operator with a Periodic Potential: Spectral Theories for Scalar and Vectorial Cases and Their Generalizations 

  Hasanoğlu, Elman (Işık University Press, 2026-07-01)

  [No abstract available]

• Z-Continuous maps in Fermatean fuzzy topological spaces and its application 

  Premalatha, P.; Swaminathan, Ayyarasu; Vadivel, Appachi (Işık University Press, 2026-07-01)

  In this paper, we undertake a detailed study of various types of functions in Fermatean fuzzy topological spaces, namely Fermatean fuzzy Z-continuous, Fermatean fuzzy Z-irresolute, strongly Fermatean fuzzy Z-continuous, ...

• Modeling epidemic spread using time-dependent graph diffusion equations on complex networks 

  Sarmitha, G.; Vidyanandini, S.; Sanjay, M. B.; Shrivastava, Anushree; Kuntal, Ravinder Singh (Işık University Press, 2026-07-01)

  Epidemic spread in real populations is shaped by changing contact patterns, uneven connectivity, and localized transmission, so static and uniformly mixed models are often not sufficient. Complex networks provide a stronger ...

• Stability analysis and data sensitivity of fractional integro-differential equations 

  Prabakaran, Raghavendran (Işık University Press, 2026-07-01)

  The paper focuses on analyzing the Ulam stability and data dependence in fractional integro-differential equations with Caputo-type fractional derivatives. The main aim of the work is to see under which circumstances the ...

• A local fractional non-standard finite difference scheme for fractal LWR model of traffic flow 

  Pokhriyal, Bhawna; Goswami, Pranay; Kumar, Kranti (Işık University Press, 2026-07-01)

  In this paper, a non-standard local fractional Crank-Nicolson finite difference scheme is proposed to determine an approximation to the solutions of the fractal LWR traffic flow model. The scheme is found to be consistent ...

• Distance τ -polynomial and edge distance τ -polynomial of graphs 

  Mathad, Veena; Pavithra, M. (Işık University Press, 2026-07-01)

  The distance τ -polynomial D(G, x) of a graph G = (V, E) is defined as D(G, x) = (n2X)k = 0τkxk, where τk is the number of vertices with τG(u) = X x∈V (G)dG(u, x) = k, ∀u ∈ V (G). In this paper, we seek to find the distance ...

• Incorporation of αM closed sets of neutrosophic over soft modal topological structures for revolutionizing hospital ranking with numerical insights 

  Rathinam, Narmada Devi; Parthiban, Yamini; Sundareswaran, Raman (Işık University Press, 2026-07-01)

  The significance of Neutrosophic environments continues to grow across various disciplines through ongoing advancements. A notable recent development is the Neutrosophic Over Soft Modal Topological Structure (Nos -topology), ...

• (ψ, GF)-Contraction mappings and related fixed point results in partial modular metric spaces 

  Narzary, Santanu; Hazarika, Liza; Das, Dipankar (Işık University Press, 2026-07-01)

  In this paper, we focus on establishing the existence of fixed points results for (ψ, GF)-contraction mapping in partial modular metric spaces. In support of this result, a suitable example is given. For the application, ...

• Ekonomide Son Durum: Altında Düşüş, Emeklide Zam Beklentisi! 

  Teker, Dilek; Belet, Serap (HABERTÜRK, 2026-06-29)

  Işık Üniversitesi İktisadi, İdari ve Sosyal Bilimler Fakültesi, İşletme Bölüm Başkanı Prof. Dr. Dilek LEBLEBİCİ TEKER'in HABERTÜRK TV'de konuk olduğu programın video erişimidir.

• 2025-2026 Akademik Yılı Mezuniyet Törenimizden Unutulmaz Anlar 

  Işık Üniversitesi (Işık Üniversitesi Youtube KanalıYouTube, 2026-06-05)

  Işık Üniversitesi 2025-2026 Akademik Yılı mezuniyet töreni kısa klibinin erişimdir.

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