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• Ph D in Mathematics, Babeș-Bolyai University (1995)
• BS in Mathematics, West University of Timisoara (1987)

• Broken Mobius categories of Q3-type and their split inverse semigroups Semigroup Forum - Springer 108 1 (2024), Emil D. Schwab.
• Dirichlet convolution and the Binet formula. Integers – Electronic Journal of Combinatorial Number Theory. 23 #A94 (2023), Emil D. Schwab, Gabriela Schwab.
• k-Fibonacci numbers and Mobius functions Integers- Electronic Journal of Combinatorial Number Theory 22 #A64 (2022), Emil D. Schwab, Gabriela Schwab.
• A note on Mobius functions and a breaking process Journal of Algebra and Its Applications 21(6) (2022), Emil D. Schwab.
• The bicyclic semigroup as the quotient inverse semigroup by any gauge inverse submonoid Journal of Algebra Combinatorics Discrete Structure and Applications 9 2 (2022), Emil D. Schwab.
• Gauge inverse monoids Algebra Colloquium 27 2 (2020), Emil D. Schwab.
• A note on identities in two variables for a class of monoids Notes on Number Theory and Discrete Mathematics 26 1 (2020), Emil D. Schwab, Enrique Salcido.

• (a,b)-Fibonacci Sequences via Specially Multiplicative Functions (2023), Volume UT El Pao, Emil D. Schwab, Gabriela Schwab.
• An investigation of Fibonacci numbers using multiplicative arithmetic functions (2023), Volume Honolulu, Emil D. Schwab, Gabriela Schwab.
• Specially multiplicative arithmetic functions, Binet’s formula and the (a,b)-Mobius function (2022), Volume AMS Sectional Meeting at University of Texas at El Paso, Emil D. Schwab.
• Fibonacci Sequences and Arithmetic Functions (2022), Volume DigiPen Institute of Technology, Redmond, Emil D. Schwab, Gabriela Schwab.
• The Mobius function and Fibonacci numbers (2021), Volume UT El Paso, Emil D. Schwab, Gabriela Schwab.
• Identities for a Class of Monoids (2019), Volume University of Texas at El Paso, Emil D. Schwab, Salcido Enrique.

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