FROM THE MOST RECENT (Some articles may be viewed online at the publishers' websites. Just click on the title of the article.)
  1. Racca, A.P, and Cabral, E.A.,  The N-Integral, Journal of Indonesian Mathematical Society,  26(2),  (2020),  242 - 257.
  2. Cabral , E.A. and Racca, Abraham,  Upper and lower N-integrals, AIP Conference Proceedings,  2192, 050001 (2019); https://doi.org/10.1063/1.5139143.
  3. de Lara-Tuprio, Elvira, Bataller, Ramil,  Torres, Allen, Cabral, Emmanuel,  and Fernandez, Proceso Jr.,  Forecasting the Term Structure of Philippine Interest Rates Using the Dynamic Nelson-Siegel Model, DLSU Business and Economics Review, 27(1),  190 - 200.
  4. Racca, A. and Cabral, E., On the Double Lusin Condition and Convergence Theorem for Kurzweil -Henstock Type Integrals,  Mathematica Bohemica, 141(2), 153 - 168.
  5. Fenecios, J., Cabral, E., and Racca, A.,  Baire One functions and their Sets of Discontinuity,  Mathematica Bohemica, 141(1),  109 - 114.
  6.  Fenecios J. and Cabral E., A Simpler Proof for the \epsilon-\delta Characterization of Baire Class One Functions,  Real Analysis Exchange, 39(2) , 441 -446.
  7. Fenecios, J., and Cabral E., Left Baire-1 Compositors and Continuous Functions, International Journal of Mathematics and Mathematical Sciences, Volume 2013, Article ID 878253.
  8. Fenecios, J. and Cabral E.   On Some Properties of Baire-1 Functions, International Journal of Mathematical Analysis,  7 (2013), 393 - 402.
  9. Fenecios, J. and Cabral, E., K-Continuous Functions and Right B1 Compositors, Journal of Indonesian Mathematical Society, 18 (2012), 37-44.
  10. Arcede, J.P. and Cabral E.A., On Integration-by-parts and Ito Formula for Backwards Ito Integral, The Mindanawan Journal of Mathematics, 3:2(2012), 112-131.
  11. Arcede, J.P. and Cabral E.A.,  Fundamental Theorem of Calculus for the Backwards Ito Integral,  Matimyas Matematika (Journal of the Mathematical Society of the Philippines) , 34(1), 2011, 1-9.
  12. Racca, A. and Cabral E., Primitives of Strong Henstock-Kurzweil Integrable Functions, Proceedings of the International Conference on Mathematics and Sciences (ICOMSc),  Surabaya, Indonesia, 2011, ISBN 978-602-19142-0-5, OM01
  13. Fenecios, J. and Cabral, E., On the Properties of Baire Class One Functions Using Epsilon-Delta, Proceedings of the International Conference on Mathematical Sciences  (ICOMSc), Surabaya, Indonesia  2011, ISBN 978-602-19142-0-5, OM23
  14. Arcede, J.P. and Cabral, E.A., An Equivalent Definition for the Backwards Ito Integral Integral, Thai Journal of Mathematics, 9 (2011), 619 - 630.
  15. Arcede, J.P. and Cabral, E.A., Backwards Henstock Integral, Matimyas Matematika (Journal of the Mathematical Society of the Philippines) , 32(2), 2009, 1-12
  16. Arcede, J.P. and Cabral, E.A.,The Backwards Ito Integral, Proceedings of the 5th Asian Mathematical Conference (AMC), (2009), 411 - 418.
  17. Cabral, E.,  An Equivalent Condition for Absolute Continuity, The Loyola Schools Review, IV 2005, 161 - 167.
  18. Cabral E., A Convergence Theorem without Point-wise Convergence, Matimyas Matematika, 26 (2003), 18 - 27.
  19. Cabral E.A. and Lee P.Y., The Primitive of a Kurzweil-Henstock Integrable Function in Multidimensional Space, Real Analysis Exchange, 27(2), 2001/2002, 627 - 634.
  20. Cabral, E.A. and Lee, P.Y., A Fundamental Theorem of Calculus for the Kurzweil-Henstock Integral in Rm, Real Analysis Exchange, 26(2), 2000/2001, 867 - 876.
  21. Cabral, E.A. and Lee, P.Y.,  A Characterization of the Approximate Perron Integral, Proceedings, International Conference on Analysis and Applications, Chiang Mai University, Chiang Mai, Thailand, May 2000.