Fredholm criteria for the algebra generated by Wiener–Hopf operators with continuous symbols

Key Points

• The aim is to establish a Fredholm criterion for Wiener–Hopf operators within specific functional spaces.
• Examine operators within Banach algebra generated by Wiener–Hopf operators.
• Focus on continuous symbols in Lorentz spaces and reflexive Orlicz spaces.
• A clear criterion is established linking the properties of the operators to their functional space behavior.
• Demonstrates applicability in different types of space, enhancing the understanding of operator theory.