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Paul F. Marrero Romero
Researcher / Student. (Combinatorics and discrete mathematics (excl. physical combinatorics); Pure mathematics not elsewhere classified; Mathematical sciences; Programming languages)
Venezuela
Hi everyone. I am a student of the Bachelor of Education in Mathematics program at the Universidad de Carabobo (UC). I enjoy the discrete mathematics and number theory, I am also interested in doing research on this topics.
I am a student and researcher from the Departmento de Matemática y Física at the Facultad de Ciencias de la Educación (FACE-UC). In addition to my academic pursuits, I enjoy practicing MMA (Mixed Martial Arts) and teaching. I especially enjoy teaching mathematics to childrens and people with learning difficulties.
Additional profile links
Publications
- Existential refinement on the search of integer solutions for the diophantine equation $x^3+y^3+z^3=n$
- MODULAR CUBIC SEQUENCE PATTERN AND ITS APPLICATION TO THE DIOPHANTINE EQUATION X^3 + Y^3 + Z^3 = K
- PRIMAL CONJECTURE IN MATRIXE9φ
- Existential refinament on the search of integer solutions for the diophantine equation $x^3+y^3+z^3=n$
- Matriz E_ϕ^ 9. Clasificación de números enteros. Algebra primordial.
- ABOUT THE NEGATIVE DIGITAL ROOT AND SOME OF ITS PROPERTIES RELATED TO MODULAR ARITHMETIC.
- The integer sequence A348960
- THE INTEGER SEQUENCE A348960(Integer sequence report).
- Primal Conjecture in Matrix $E_ϕ^9$
- Integer Sequence (A363743): a(n) = floor(sqrt(log_10(n!))).
- Extended dataset produced by the Integer sequence (A363743): a(n) = floor(sqrt(log_10(n!))).
- Integer sequences for which I have contributed a formula to the OEIS.org - database
- Integer sequences for which I have contributed a Mathematica program to the OEIS.org - database.
- Extended dataset produced by the Integer sequence (A363743)
- M-OEIS: Mathematica programs for OEIS integer sequences.
- Number of Partitions of Cuban Primes.
- Aplicación del Algebra Primordial a La Ecuación Diofántica X^3+Y^3+Z^3=k.
- Primes of the form 3^k*k^3 + 2.