Almost Quasi τ⁽σ₁,σ₂)-continuous and Weakly Quasi τ⁽σ₁,σ₂)-continuous Functions

This paper introduces two classes of continuous functions defined between an ideal topological space and a bitopological space, called almost quasi τ⁽σ₁,σ₂)-continuous functions and weakly quasi τ⁽σ₁,σ₂)-continuous functions. Furthermore, several characterizationsand some properties concerning almost quasi τ⁽σ₁,σ₂)-continuous functions and weakly quasi τ⁽σ₁,σ₂)-continuous functions are investigated. Moreover, the relationships between almost quasi τ⁽σ₁,σ₂)-continuity and weak quasi τ⁽σ₁,σ₂)-continuity are considered.