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     Ismael Herrera Revilla

Publications - Research articles (descending order)

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  1. Herrera Revilla, I., Contreras I. & Herrera G.S. “The DIVIDE–AND-CONQUER Framework: A Suitable setting for the DDM of the Future”. Geofísica Internacional (2020) 59-1:27-37.
  2. Martín Díaz Viera, Herrera Revilla, I. “El Método de Colocación Trefftz-Herrera usando Funciones Bilineales de Peso”. III International Workshop Geoinfo’96 Cuba, November 21-23, 1996.
  3. Herrera Revilla, I. “A Systematic Formulation Of Multiphysical Systems and Its Application To Boundary-Layers and Shock-Profiles”. International Journal for Multiscale Computational Engineering, 14(2) pp.135-148, 2016.
  4. Herrera I. & Contreras I. “Evidences that Software Based on Non-Overlapping Discretization is Most Efficient for Applying Highly Parallelized Supercomputers to Solving Partial Differential Equations” Chapter 1 of the book “High Performance Computing and Applications”, J. Xie et al. (Eds.), Lecture Notes in Computer Science (LNCS), 9576 Springer-Verlag, pp. 1-16 2016.
  5. Herrera, I., & Contreras Iván “An Innovative Tool for Effectively Applying Highly Parallelized Software To Problems of Elasticity”. Geofísica Internacional, 55(1), pp.363-386,2016.
  6. Herrera, I., de la Cruz L.M. and Rosas-Medina A. “Non Overlapping Discretization Methods for Partial, Differential Equations”. NUMER METH PART D E, 30(5): pp.1427-1454, 2014.
  7. Herrera, I., Carrillo-Ledesma A. & Rosas-Medina Alberto, “An Overview of the Derived-Vector Space Framework” pp. 19 GMMC Instituto de Geofísica, UNAM, México 2013.
  8. Carrillo-Ledesma A. & Herrera I. & de la Cruz Luis Miguel. “Parallel Algorithms for Computational Models of Geophysical Systems”. Geofísica Internacional, 52 (3) pp., 293-309 2013.
  9. Herrera, I. The Derived-Vector-Space: “A Unified Framework for non-overlapping DDM”, Proceedings of the 10th World Congress in Computational Mechanics”, 1 Núm 1, pp.1-8, Sao Paulo, Brazil, 2012.
  10. Herrera, I., Rosas-Medina Alberto. “The Derived-Vector Space Framework and Four General Purposes Massively Parallel DDM Algorithms”. EABE, Engineering Analysis with Boundary Elements, 37 (3) pp-646-657, 2013.
  11. Herrera, I., Carrillo-Ledesma A. & Rosas-Medina Alberto “A Brief Overview of Non-overlapping Domain Decomposition Methods”, Geofísica Internacional 50(4), pp 445-463 2011.
  12. Herrera, I. & Herrera G. “Unified Formulation on Enhanced Oil-Recovery Methods”, Geofísica Internacional 50 (1) pp., 85-98 2011.
  13. Herrera, I. & Rubio E., “Unified theory of Differential Operators Acting on Discontinuous Functions and of Matrices Acting on Discontinuous Vectors” 19th International Conference on Domain Decomposition Methods, Zhangjiajie, China 2009, pp19, GMMC, Instituto de Geofísica, UNAM, 2013.
  14. Herrera, I. & Contreras I., “Parallel Algorithms for Elastic Systems using The multipliers-Free Domain Decomposition Method” Proc. of 19th International Conference on Domain Decomposition Methods, pp. 4 Zhangjiajie, China 2009. GMMC, Instituto de Geofísica. UNAM, 2013.
  15. Yates R. A. & Herrera, I. “The Multipliers-Free Dual-Primal Domain Decomposition Methods for Symmetric and Non-symmetric Matrices: Implementation Issues” Proc. of 19th International Conference on Domain Decomposition Methods, pp 7 Zhangjiajie, China 2009, GMMC, Instituto de Geofísica, UNAM, 2013.
  16. Herrera, I. & Yates R. A. “The Multipliers-Free Dual-Primal Domain Decomposition Methods for Symmetric and Non-symmetric Matrices: An overview” Proc. of 19th International Conference on Domain Decomposition Methods, Zhangjiajie, China 2009. GMMC, Instituto de Geofísica, UNAM, 2013.
  17. Herrera, I. & Yates R. A. “The Multipliers-Free Dual Primal Domain Decomposition Methods for Nonsymmetric Matrices” NUMER. METH. PART D. E. 27(5) pp. 1262-1289, 2011. (Published on line April 28, 2010).
  18. Herrera, I. & Yates R. A. “The Multipliers-free Domain Decomposition Methods” NUMER. METH. PART D. E. 26: 874-905 July 2010 (Published on line at www.interscience.wiley.com Apr 23, 09).
  19. Herrera, I. & Yates R. “New Matrix General Formulas of Dual-Primal Domain Decomposition Methods without recourse to Lagrange Multipliers”, in B.H.V. Topping, P. Iván, (Editors), “Proceedings of the First International Conference on Parallel, Distributed and Grid Computing for Engineering”, Civil-Comp Press, Stirlingshire, UK, Paper 5, pp 14 2009.
  20. Herrera I. and R. Yates “Unified Multipliers-Free Theory of Dual Primal Domain Decomposition Methods”. NUMER. METH. PART D. E. Eq. 25:pp 552-581, May 2009, (Published on line May 13, 08).
  21. Herrera, I. "History of mathematical and computational modeling in Mexico", Numerical Modeling of Coupled Phenomena in Science and Engineering, Eds. Taylor y Francis, ISBN: 0415476283, ISBN 13: 9780415476287, Chapter 1, pp 1-12 Diciembre 2008.
  22. Herrera, I. “Enhanced Finite Elements: A Unified Approach”, Numerical Modeling of Coupled Phenomena in Science and Engineering, Eds. Taylor y Francis, ISBN: 0415476283, ISBN 13: 9780415476287, Chapter 8, pp.89-106, Diciembre 2008.
  23. Herrera, I. “New Formulation of Iterative Substructuring Methods without Lagrange Multipliers: Neumann-Neumann and FETI”, NUMER METH PART D E 24(3) pp 845-878, 2008 (Published on line Sep 17, 2007).
  24. Herrera, I. “Theory of Differential Equations in Discontinuous Piecewise-Defined-Functions”, NUMER METH PART D E, 23(3), pp 597-639, 2007.
  25. Herrera, I., R. Yates and E. Rubio “More Efficient Procedures for Applying Collocation”, Advances in Engineering Software ADV ENG SOFTW, 38 (10), pp. 657-667, October, 2007.
  26. Diaz, M. and Herrera, I. “TH-Collocation for the Biharmonic Equation” ADV ENG SOFTW, 36, pp 243-251, 2005.
  27. Herrera, I. and Yates, R. “A General Effective Method for Combining Collocation and DDM: An Application of Discontinuous Galerkin Mehods” NUMER METH PART D E, 21(4), pp 672-700 2005. (Also available on line).
  28. Herrera, I. “Trefftz Methods Present and Future” Memorias del III Congreso Internacional y I Nacional de Métodos Numéricos en Ingeniería y Ciencias Aplicadas, Monterrey, N.L, Mex., 2004. Plenary Lecture pp 12 Publicación electronica.
  29. Herrera, I., M. Diaz and R. Yates “A More General Version of the Hybrid-Trefftz Finite Element Model by Application of TH-Domain Decomposition”, Domain Decomposition Methods in Science and Engineering: Lecture Notes in Computational Science and Engineering, 40 pp 301-308. Kornhuber, R. et al. Eds. Springer, Berlin Sept. 2004.
  30. Herrera, I. “Unified Theory of Trefftz Methods and Numerical Implications” Computer Assisted Mechanics and Engineering Sciences, Polish Academy of Sciences. 2003, 10, Núm 4 pp 495-514.
  31. Herrera, I., Diaz, M. and Yates, R. “Single-Collocation-Point Methods for Advection-Diffusion Equation”, Advances in Water Resources, 2004, 27 (4) pp 311-322.
  32. Herrera, I. and Herrera, G. “Advances in Domain Decomposition Methods”, Developments in Water Science 47, Issue C Computational Methods in Water Resources XIV, Vol. I, Eds. Hassanizadeh, S.M., Schotting, R.J., Gray W.G. & Pinder, G.F., Elsevier, Amsterdam, 2002, pp. 375-380.
  33. Diaz M., Herrera I., “Indirect Method of Collocation for the Biharrmonic Equation”, Domain Decomposition Methods in Science and Engineering (Proc. of the 14th International Conference on Domain Decomposition Methods), 2002, pp. 389-394. Eds. Herrera, I., Keyes. D. et al Also.
  34. García Nocetti, D.F., Herrera, I., Yates, R., Ochoa, L., and Rubio, E. “The Direct Approach to Domain Decomposition Method”, Also Proc. of the 14th International Conference on Domain Decomposition Methods, Cocoyoc, Mor., Mex., 2002, pp. 265-272. Eds. Herrera, I., Keyes. D. et al.
  35. Yates, R. and Herrera, I. “Parallel Implementation of Collocation Methods”, Also Proc. of the 14th International Conference on Domain Decomposition Methods, Cocoyoc, Mor., Mex., 2002, pp. 273-278. Eds. Herrera, I., Keyes. D. et al.
  36. Diaz, M. Herrera, I. and Yates, R., “Indirect Method of Collocation: Second Order Elliptic Equations”, Proc. of the 14th International Conference on Domain Decomposition Methods, Cocoyoc, Mor., Mex., 2002, pp. 249-256. Eds. Herrera, I., Keyes. D. et al.
  37. Herrera, I. “A Unified Theory of Domain Decomposition Methods”, Proc. of the 14th International Conference on Domain Decomposition Methods, Cocoyoc, Mor., Mex., 2002, pp. 243-248. Eds. Herrera, I., Keyes. D. et al.
  38. Herrera, I, Yates, R. and Diaz, M. “The Indirect Approach to Domain Decomposition”, Proc. of the 14th International Conference on Domain Decomposition Methods, Cocoyoc, Mor., Mex., 2002, pp. 51-62. Plenary Lecture. Eds. Herrera, I., Keyes. D. et al.
  39. Díaz, M., Herrera, I., and Yates, R. “Aplicación del Método Indirecto de Colocación Trefftz-Herrera a Problemas Elípticos en 2D”. Memorias del II Congreso Internacional de Métodos Numéricos en Ingeniería y Ciencias Aplicadas, E. Oñate, F. Zárate, G. Ayala, S. Botello y M.A. Moreles Eds. Guanajuato, Mex., 2002. 1 pp 201-214.
  40. León, E., Herrera, I., and Ayala G. “Ingeniería Matemática y Computacional: Pasado, Presente y Futuro”. Memorias del II Congreso Internacional de Métodos Numéricos en Ingeniería y Ciencias Aplicadas, E. Oñate, F. Zárate, G. Ayala, S. Botello y M.A. Moreles Eds. Guanajuato, Mex., 2002. 1 pp 227-236.
  41. Herrera, I. “Una Teoría General de Métodos de Descomposición de Dominio”. Memorias del II Congreso Internacional de Métodos Numéricos en Ingeniería y Ciencias Aplicadas, E. Oñate, et al. Eds. Guanajuato, Mex., 2002. 1 pp 55-70. Plática Invitada Plenaria.
  42. Herrera, I., Yates R. and Diaz M. “General Theory of Domain Decomposition: Indirect Methods”. Numerical Methods for Partial Differential Equations, 18 (3), pp. 296-322, 2002.
  43. Herrera, I. “A General Theory of Domain Decomposition and Trefftz Methods”. 2nd. European Conference on Computational Mechanics, pp 13 Cracovia, Polonia. 2001 (Publicado en CD-ROM). Keynote Lectures in Mini-Symposia.
  44. Herrera, I. Yates R. “General Theory of Domain Decomposition: Beyond Schwarz Methods”. Numerical Methods for Partial Differential Equations, 17(5) pp. 495-517, 2001.
  45. Herrera, I. “Trefftz Method: A General Theory”. Numerical Methods for Partial Differential Equations, 16 (6) pp. 561-580, 2000.
  46. Herrera, I. “On Jirousek Method and its Generalizations”. Computer Assisted Mechanics and Engineering Sciences. Special Issue 8 Issue 2-3, pp. 325-342, 2001.
  47. Herrera, I. “Collocation from a Broad Perspective”. Computation Methods in Water Vol. 2, Computational Methods, Surface Water Systems and Hydrology; Eds. Bentley L.R. et al., Balkema, Rotterdam. pp. 661-667, 2000.
  48. Herrera, I. Herrera, G. y Garfias, J. “ELLAM First decade: A Review”. Computation Methods in Water Vol. 2, Computational Methods, Surface Water Systems and Hydrology; Eds. Bentley L.R. et al, Balkema, Rotterdam, pp 591-595, 2000.
  49. Berlanga, R.; Herrera, I. “The Gauss Theorem for Domain Decompositions in Sobolev Spaces”. Applicable Analysis: An International Journal 76 (1-2), p.p. 67-81, 2000.
  50. Herrera, I.; Diaz, M. “Indirect Methods of Collocation: Trefftz-Herrera Collocation”. Numerical Methods for Partial Differential Equations. 15(6) pp 709-738, 1999.
  51. Garfias, J., Llanos, H., André, C. y Herrera, I. “A Dual-Porosity Approach to Simulate Groundwater Flow in Fractured Porous Media: Application in the Itxina Karstic Aquifer, Spain”. International Association of Hydrological Sciences Publication No. 253, pp 367-377, 1998.
  52. Herrera, I. “Unified Formulation of Domain Decomposition Based on Trefftz-Herrera Method”. IABEM98, International Symposium on Boundary Element Methods. Symposium Proceedings. Ecole Polytechnique, Palaiseau, France, pp. 95-96, 1998.
  53. Herrera, I. “Trefftz-Herrera Formulation of Domain Decomposition”. Engineering Mechanics: A Force for the 21st. Century. 12th ASCE Engineering Mechanics Conference Proceedings, pp 1649-1652 La Jolla, California. 1998.
  54. Herrera, I. “Unified Approach to Domain Decomposition”. Proceedings of the Fourth World Congress on Computational Mechanics, New Trends and Applications, Sergio R. Idelsohn, Eugenio Oñate and Eduardo N. Dvorkin Eds., pp 9 CIMNE Barcelona, Spain. 1998.
  55. Jaime Garfias , Hilario Llanos and Ismael Herrera Modeling of a Karst Drainage Responses with Reservoirs in the Itxina Karstic Aquifer (Basque Country, Spain) K. Sato et al. (eds.), Groundwater Updates © Springer-Verlag Tokyo 2000 pp 97-102.
  56. Herrera, I. “Trefftz-Herrera Method”. Computer Assisted Mechanics and Engineering Sciences, Polish Academy of Sciences, 4(3/4) pp. 369-382, 1997.
  57. Camacho R.G. y Herrera, I. “A Consistent Black-Oil Model with Variable Bubble-Point”, Computational Methods in Water Resources XI, CMP, Southampton, 1, pp. 421-432. 1996.
  58. Garfias, J., André, C., Herrera, I. y Llanos, H. “Método Euleriano-Lagrangiano para Resolver la Ecuación de Transporte”, Engineering in Sustainable Development, Vol. I, , Proccedings of International Congress FIUAEM’96 Toluca, México, pp. 175-180, 1996.
  59. Herrera, I., Rivera A.L. “Método Trefftz Herrera de Descomposición de Dominio". Formulación en una dirección pp. 1-8 “A Non-Standard Collocation Procedure”. (Con L. Flores y M. Díaz-Viera)., pp 8 (En preparación), 1996.
  60. Herrera, I. “Trefftz Method, Domain Decomposition and TH-Collocation”, Computational Methods in Water Resources XI, CMP, Southampton, 1, pp. 515-524, 1996.
  61. Garfias, J., Herrera, I., André, C. y Llanos, H. “Generalized Eulerian-Lagrangian Method of Cells for Contaminant Migration and Comparison with Other Methods”, Proceedings of the XI International Conference on Computational Methods in Water Resources, Cancún, México, 1, pp. 489-496, 1996.
  62. Herrera, I., y Camacho, R.G. “A Consistent Approach to Variable Bubble-Point Systems”, Numerical Methods for Partial Differential Equations. 13, pp. 1-18, 1997.
  63. Herrera, I. y Solano, J. “A Non-Overlapping TH-Domain Decomposition”, Advances in Engineering Software, Elsevier Science Limited 28 (4), pp. 223-229, 1997.
  64. Herrera, I., Hernández, J., Camacho, A. y Garfias, J. “Parallelization Using TH-Collocation”, Numerical Simulations in the Environmental and Earth Sciences: Proceedings of the Second UNAM-CRAY Supercomputing Conference. Fernando García-García, Gerardo Cisneros, Agustín Fernández-Eguiarte y Román Alvarez, eds., New York: Cambridge University Press, pp. 266-275, 1997.
  65. Herrera, I., Camacho, A. y Hernández, J. “Domain Decomposition Methods for Model Parallelization”, Numerical Simulations in the Environmental and Earth Sciences: Proceedings of the Second UNAM-CRAY Supercomputing Conference. Fernando García et al., Eds., New York: Cambridge University Press, pp. 258-265, 1997. (Ponencia invitada).
  66. Herrera, I. “Trefftz-Herrera Domain Decomposition”, Special Volume on Trefftz Method: 70 Years Anniversary; Advances in Engineering Software, 24(1-3) pp. 43-56, 1995. (Trabajo invitado).
  67. Herrera, I. “Shocks and Bifurcations in Black-Oil Models”, SPE Journal 28280 1(1), pp. 51-58, Marzo, 1996.
  68. Herrera, I. “Water Resource Management in Mexico City”, The Human Face of the Urban Environment, Proc. of the Second Annual World Bank Conference on Environmentally Sustainable Development, Miller Reporting Co. Inc., Washington, D.C., Sept. 20, pp. 57-68, 1994.
  69. Herrera, I. “Contaminación y Remediación y sus Modelos Matemáticos”, Memorias de la Reunión Nacional Agua Subterránea en México: Diagnóstico y Perspectivas de Investigación, Ismael Herrera Revilla y Álvaro Aldama, Eds., pp 1-11 Instituto Mexicano de Tecnología del Agua, Cuernavaca, Mor., Abril, 1994.
  70. Guarnaccia, J., Herrera, I. y Pinder, G. “Solution of Flow and Transport Problems by a Combination of Collocation and Domain Decomposition Procedures”, Computational Methods in Water Resources X, 1, Eds. A. Peters, et.al., Kluwer Academic Publishers, International Conference on Computational Methods in Water Resources, Heidelberg, pp. 265-272, Julio, 1994.
  71. Herrera, I., Guarnaccia, J. y Pinder, G.F. “Domain Decomposition Method for Collocation Procedures”, Computational Methods in Water Resources X, 1, Eds. A. Peters, et. al., Kluwer Academic Publishers, Heidelberg, pp. 273-280, Julio, 1994. (Ponencia invitada).
  72. Herrera, I., “ELLAM: An Effective Tool for Modeling Sharp Fronts in Quantitative Isotopic Hydrology”, Mathematical Models and their Applications to Isotope Studies in Groundwater Hydrology, (IAEA-TECDOC-777), 26 (10) International Atomic Energy Agency, Vienna, Austria, pp. 67-92, 1994. (Trabajo invitado).
  73. Herrera, G.S. y Herrera, I. “Application of LAM to Advection Dominated Transport”, Finite Elements in Fluids: New Trends and Applications, 2, K. Morgan et. al., Eds., Pineridge Press, pp. 1428-1437, 1993. (Trabajo invitado).
  74. Herrera, I. “Innovative Discretization Methodologies Based on LAM”. Finite Elements in Fluids: New Trends and Applications, 2, K. Morgan et. al., Eds., Pineridge Press, pp. 1437-1447, 1993. (Trabajo invitado).
  75. Herrera, I. y Chargoy, L. "Shocks in Solution Gas-Drive Reservoirs". SPE: Thirteenth Symposium in Reservoir Simulation, San Antonio, Paper No. SPE 029136, pp. 429-440, 1995.
  76. Herrera, G. y Herrera, I. "Eulerian-Lagrangian Method of Cells, Based on Localized Adjoint Methods". Numerical Methods for Partial Differential Equations, 10(2) pp. 205-223, 1994.
  77. Herrera, I., Camacho, R. y Galindo, A. "Mechanisms of Shock Generation in Variable Bubble Point Systems". Computational Modelling of Free and Moving Boundary Problems 2, Computational Mechanics Publications, Southampton & Boston, pp. 435-453, 1993.
  78. Herrera, I., Camacho, R. y Galindo, A. "Shock Modelling in Petroleum Engineering", Chapter 7 of the book Computational Methods for Moving Boundary Problems in Heat and Fluid Flow, Eds.: L.C. Wrobel and C.A. Brebbia, Proceedings Paper pp. 143-170, CMP Elsevier Applied Science, 1993. (Invited work).
  79. Herrera, I. "Localized Adjoint Method as a Boundary Method", Boundary Elements XIV, Volume 2, Stress Analysis and Computational Aspects, Eds.: C.A. Brebbia et. al., Elsevier & CMP, London & New York, 14° International Conference of Boundary Element Methods pp. 573-590, 1992.
  80. Galindo, A., Herrera, I., Camacho, R. y Chargoy, L. "Eulerian-Lagrangian Approach to the Modeling of Shocks in Petroleum Reservoirs", Advances in Computer Methods for Partial Differential Equations VII, R. Vichnevetsky, et. al., Eds., International Association for Mathematics and Computers in Simulation, IMACS, pp. 272-279, New Brunswick, N.J., 1992. Invited work.
  81. Herrera, G.S., Herrera, I. y Galindo, A. "ELLAM Procedures for Advection Dominated Transport", Advances in Computer Methods for Partial Differential Equations VII, R. Vichnevetsky, et. al. (Editors), International Association for Mathematics and Computers in Simulation (IMACS), pp. 333-341, New Brunswick, N.J., 1992. (Invited work).
  82. Herrera, I. "Localized Adjoint Method: An Overview of its Present State". Advances in Computer Methods for Partial Differential Equations VII, R. Vichnevetsky, et al. (Editors), International Association for Mathematics and Computers in Simulation (IMACS), New Brunswick, N.J., pp 342-348, 1992. (Invited work).
  83. Herrera, I. "Localized Adjoint Method: Topics for Further Research". Computational Methods in Water Resources IX,: Numerical Methods in Water Resources, T.F. Russell, R.E. Ewing, C.A. Brebbia, W.G. Gray & G.F. Pinder, Computational Mechanics Publications, Southampton & Boston, I pp. 3-15, 1992. (Invitado).
  84. Gandoy, B.W. y Herrera, I. "Localización del Parteaguas del Acuífero Libre en la Sierra de Chichinautzin, por Medio de Análisis Numérico", La Investigación Edafológica en México, 1990-1991. Memorias XXIV Congreso Nacional de la Ciencia del Suelo, Sociedad Mexicana de la Ciencia del Suelo, Pachuca, Hidalgo, pp. 43, 1991.
  85. Herrera, I., Medina, R. Chargoy, L. y Carrillo J. "Evaluation of Hydrothermal Sources Sustain an Over Exploited Aquifer at San Luis Potosí, México", International Association of Hydrologists, Selected Papers. 3, 47-60 1992. (Trabajo invitado).
  86. Herrera, I. "On Operator Extensions: The Algebraic Theory Approach". Advances in Optimization and Numerical Analysis, (Procs. of VI Workshop on Optimization and Analysis. Oaxaca, Oax. México, Enero, 1992), Mathematics and Its Applications, Kluwer Academic Publishers, 3 pp. 155-163, 1992.
  87. Herrera, I. "Modelación Matemática y Computacional en Hidrología: Conceptos Unificadores". Ingeniería Hidráulica en México, PERIODICA. Índice de Revistas Latinoamericanas en Ciencias VII Núm 1, pp 30-35. México, D.F., 1992. (Artículo invitado).
  88. Herrera, I., Galindo, A. y Camacho, R. “Shock Modelling in Variable Bubble Point Problems of Petroleum Engineering". Computational Modelling of Free and Moving Boundary Problems, 1: Fluid Flow, Eds. L.C. Wrobel and C.A. Brebbia, Computational Mechanics Publication, pp. 399-415, 1991.
  89. Herrera, I. y Herrera, G. “ELSQ An Iterative Algorithm for Large Unsymmetric Matrices”. IMACS International Symposium on Iterative Methods in Linear Algebra (Preliminary Proceedings), pp. 279-285, Bruselas, Bélgica, 1991.
  90. Herrera, I., Carrillo, J. y Chargoy, L. "A Case of Possible Overexploitation at San Luis Potosí, México", Proc. XXIII International Congress, Aquifer Overexploitation, International Association of Hydrogeologists, Tenerife, Canary Islands, Spain, April 1991, IAH-SP 3, 1, pp. 61-63, 1992.
  91. Herrera, I. "Localized Adjoint Methods: A New Discretization Methodology", Chapter 6 of the book: "Computational Methods in Geosciences", W.E. Fitzgibbon & M.F. Wheeler Eds., SIAM, pp. 66-77, 1992. (Trabajo invitado).
  92. Herrera, I. y Durazo, J. "Programa de Investigación Hidrogeoquímica de la Cuenca de México". Ecología Urbana, Eds. R. Gio-Argáez, et. al., Sociedad Mexicana de Historia Natural, Volumen Especial, pp. 45-51, 1990.
  93. Herrera, I., Ewing, R.E., Celia, M.A. y Russell, T. “Eulerian-Lagrangian Localized Adjoint Method The Theoretical Framework". Numerical Methods for Partial Differential Equations 9(4), pp. 431-457, 1993.
  94. Herrera, I. y Ewing, R.E. "Localized Adjoint Methods: Applications to Multiphase Flow Problems". Proceedings Fifth Wyoming Enhanced Oil Recovery Symposium, Mayo 10-11, 1989, Enhanced Oil Recovery Institute, University of Wyoming, pp. 155-173, 1990. (Invitado).
  95. Herrera, I. y Cortés, A. "El Sistema Acuífero de la Cuenca de México". Revista de Ingeniería Hidráulica en México, 28(2), pp. 60-66, 1989. .
  96. Herrera, I. "Localized Adjoint Methods in Water Resources Problems". Computational Methods in Surface Hydrology, G. Gambolati, A. Rinaldo and C.A. Brebbia, Eds., Springer-Verlag, pp. 433-440, 1990. (Trabajo invitado).
  97. Celia, M.A., Russell, T.F., Herrera, I. y Ewing, R.E. "An Eulerian-Lagrangian Localized Adjoint Method for the Advection-Diffusion Equation". Advances in Water Resources, 13(4), pp.187-206, 1990.
  98. Herrera, I., Martínez, R. y Hernández, G. “Contribución para la Administración Científica del Agua Subterránea de la Cuenca de México”. Geofísica Internacional, 28(2) pp. 297-334, 1989. (Invitado).
  99. Rudolph, D.L., Herrera, I. y Yates, R. "Groundwater Flow and Solute Transport in the Industrial well fields of the Texcoco Saline Aquifer system near Mexico City". Geofísica Internacional, 28(2), pp. 363-408, 1989. (Invitado).
  100. Herrera, I. y Celia, M.A. "Advances in the Numerical Simulation of Steep Fronts". Finite Element Analysis in Fluids, T.J. Chung and R. Karr, Eds. University of Alabama Press, pp .965-970, 1989. (Invitado).
  101. Herrera, I. "Localized Adjoint Methods: Application to Advection Dominated Flows". Groundwater Management: Quantity and Quality. IAHS Publ. No. 188, pp. 349-357, 1989. (Invitado).
  102. Herrera, I., Celia, M.A. y Martinez, J.D. “Localized Adjoint Method as a New Approach to Advention Dominated Flows". Recent Advances in Ground-Water Hydrology, J.E. Moore, A.A. Zaporozec, S.C. Csallany and T.C. Varney, Eds. American Institute of Hydrology, pp. 321-327, 1989.
  103. Bentley, L.R., Pinder, G.F. y Herrera, I. "Solution of the Advective-Dispersive Transport Equation Using a Least Squares Collocation", Eulerian-Lagrangian Method. Numerical Methods for Partial Differential Equations 5(3), pp. 227-240, 1989.
  104. Celia, M.A., Herrera, I. y Bouloutas, T.E. "Adjoint Petrov-Galerkin Methods for Multi-Dimensional Flow Problems". Finite Element Analysis in Fluids, T.J. Chung and R. Karr, Eds. University of Alabama Press, pp. 953-958, 1989. (Invitado).
  105. Herrera, I. "Un Análisis del Método de Gradiente Conjugado". Comunicaciones Técnicas del Instituto de Geofísica, UNAM; Serie Investigación, No. 7, pp 1-12 1988. (Sin arbitrage).
  106. Herrera, I. "New Method for the Numerical Treatment of Quasi-Hyperbolic Equations". Computational Methods in Flow Analysis, H. Niki and M. Kawahara, Eds. Printed by Okayama University of Science, 2 pp. 879-884, 1988. (Invited).
  107. Herrera, I. y Hernández, G. "Advances on the Numerical Simulation of Steep Fronts". Numerical Methods for Transport and Hydrologic Processes, Proceedings of the VII International Conference MIT USA, 2, M.A. Celia, L.A. Ferrand and G. Pinder Eds. of the Series Developments in Water Science Computational Mechanics Publications, Elsevier, Amsterdam 36 (C) pp. 139-145, 1988 (Invited).
  108. Bentley, L.R., Pinder, G.F. y Herrera, I. "Solution of the Advection-Diffusion Transport Equation Using the Total Derivative and Least Squares Collocation". Numerical Methods for Transport and Hydrologic Processes, 2, M.A. Celia, L.A. Ferrand and G. Pinder Eds., of the Series Development in Water Science, Computational Mechanics Publications, Elsevier, Amsterdam, 36 (C) pp. 9-14, 1988. (Invitado).
  109. Celia, M.A., Kindred, J.S. y Herrera, I. "Contaminant Transport and Biodegradation. 1: A Numerical Model for Reactive Transport in Pourous Media". Water Resources Research 25(6), pp. 1141-1148, 1989.
  110. Celia, M.A., Herrera, I., Bouloutas, E. y Kindred, J.S. “A New Numerical Approach for the Advective Diffusive Transport Equation”. Numerical Methods for Partial Differential Equations, 5(3), pp. 203-226, 1989.
  111. Herrera, I. "New Approach to Advection-Dominated Flows and Comparison with Other Methods". Computational Mechanics ‘88, Springer Verlag, Heidelberg, 2, pp.1421-1426 1988. (Invitado).
  112. Herrera, I. "New Method for Diffusive Transport". Groundwater Flow and Quality Modelling. E. Custodio et. al., Eds., D. Reidel Publishing Company, pp. 165-172, 1988. (Invitado).
  113. Herrera, I. “The Algebraic Theory Approach for Ordinary Differential Equations: Highly Accurate Finite Differences”. Journal of Numerical Methods for Partial Differential Equations, 3(3), pp. 199-218, 1987.
  114. Celia, M. y Herrera, I. “Solution of General Differential Equations Using the Algebraic Theory Approach”. Journal of Numerical Methods for Partial Differential Equations, 3(1), pp. 117-129, 1987.
  115. Herrera, I. “Some Unifying Concepts in Applied Mathematics”. The Merging of Disciplines: New Directions in Pure, Applied, and Computational Mathematics. Edited by R.E. Ewing, K.I. Gross and C.F. Martin. Springer Verlag, AMS MathSciNet:MR870641 New York, pp. 79-88, 1986. (Ponencia invitada).
  116. Zielinski, A.P. y Herrera, I. “Trefftz Method: Fitting Boundary Conditions”. International Journal for Numerical Methods in Engineering, 24 (5), pp. 871-891, 1987.
  117. Herrera, I. y Chargoy, L. “An Overview of the Treatment of Ordinary Differential Equations by Finite Differences”. Mathematical Modeling Pergamon Press, Oxford, 8 pp. 17-19, 1987. (Invited).
  118. Herrera, I. “Unified Formulation of Numerical Methods”. Mathematical Modeling, Pergamon Press, Oxford, 8 (C) pp. 15-16, 1987. (Invited).
  119. Herrera, I. “Generalized Boundary Methods”. Proc. of the 7th. International Conference on Boundary Element Methods in Engineering, Villa Olmo, Lago Como, Italia, Septiembre pp.24-27, 1985. (Invitado).
  120. Herrera, I., Chargoy, L. y Alduncin, G. “Unified Approach to Numerical Methods”. Part 3. Finite Differences and Ordinary Differential Equations”. Journal of Numerical Methods for Partial Differential Equations, 1(4), pp. 241-258, 1985.
  121. Herrera, I. “General Variational Principles for Numerical Methods”. Proc. of the Second International Conference on Variational Methods in Engineering, Southampton, Inglaterra, Julio pp. 17-19, 1985.
  122. Herrera, I. “Unified Approach to Numerical Methods. Part 2. Finite Elements, Boundary Methods and its Coupling”. Journal Numerical Methods for Partial Differential Equations, 1(3), pp. 159-186, 1985.
  123. Herrera, I. “Unified Approach to Numerical Methods. Part 1. Green’s Formulas for Operators in Discontinuous Fields”. Journal of Numerical Methods for Partial Differential Equations, 1(1), pp. 25-44, 1985.
  124. Sánchez Sesma, F.J., Bravo, M.A. y Herrera, I. “Surface Motion of Topographical Irregularities for Incident P, SV and Rayleigh Waves”. Bulletin of the Seismological Society of America, 75(1), pp. 263-269, 1985.
  125. Herrera, I. “Unified Approach to Discrete Methods”. Boundary Elements VI, Ed. C.A. Brebbia, Springer, Berlín, pp. 519-530, 1984.
  126. Herrera, I. “Hybrid Methods from a New Perspective”. Advances in Water Resources, 8, pp. 210-213, 1985. También en Finite Elements in Water Resources, Proceedings of the International Conference J.P. Laible, C.A. Brebbia, W. Gray and G.F. Pinder, Eds., Springer-Verlag, Berlín, pp. 37-44, 1984. (Trabajo invitado).
  127. Herrera, I. “Trefftz Method”. Topics In: Boundary Element Research, Vol.1: Basic Principles and Applications, C.A. Brebbia, Ed., Springer-Verlag, Chapter 10, pp. 225-253, 1984. (Trabajo invitado).
  128. Alduncin, G. y Herrera, I. “Contribution to Free Boundary Problems Using Boundary Elements. Trefftz Approach”. Computer Methods in Applied Mechanics and Engineering, 42(3), pp. 257-271, 1984.
  129. Alduncin, G. y Herrera, I. “Solution of Free Boundary Problems Using C-Complete Systems”. Boundary Element Methods in Engineering, C.A. Brebbia, Ed., Springer-Verlag, Berlín, Heidelberg, New York, pp. 34-42, 1982. (Trabajo invitado).
  130. Montalvo, A. y Herrera, I. “An Analysis of Geothermal Models”. Numerical Models in Geomechanics, R. Dungar, G.N. Pande and J.A. Studer, Eds., A.A. Balkema, Rotterdam, Intemational Symposium on Numerical Models in Geomechanics / Zurích /13-17 September 1982 pp. 508-512, 1982.
  131. Herrera, I. “Boundary Methods. Development of Complete Systems of Solutions”. Finite Elements in Flow Analysis, T. Kawai, Ed., University of Tokyo Press, pp. 897-906, 1982. (Ponencia invitada).
  132. Herrera, I. y Chen, B. “Delayed Yield. An Exact Quasi-Threedimensional Model for Free Aquifers”. Advances in Water Resources, 6(1), pp. 54-58, 1983.
  133. Chen, B. y Herrera, I. “Numerical Treatment of Leaky Aquifers in the Short Time Range”. Water Resources Research, 18(3), pp. 557-562, 1982. Presentado por invitación en el John Ferris Symposium on Groundwater Hydraulics in the Spring Annual A.G.U. Meeting in Baltimore, MD. (Trabajo invitado).
  134. Sánchez-Sesma, F.J., Herrera, I. y Avilés, J. “A Boundary Method for Elastic Wave Diffraction. Application to Scattering of SH-Waves by Surface Irregularities”. Bull. Seismological Society of America., 72(2), pp. 473-490, 1982.
  135. Herrera, I. “An Algebraic Theory of Boundary Value Problems”. KINAM, 3(2), pp. 161-230, 1981. (Invitado).
  136. Herrera, I., y Gourgeon, H. “Boundary Methods C-Complete Systems for Stokes Problems”. Computer Methods in Applied Mechanics & Engineering, 30(2), pp. 225-241, 1982.
  137. Herrera, I. y Spence, D.A. “Framework for Biorthogonal Fourier Series”. Proceedings of the National Academy of Sciences of the United States of America. Proc. 78(12), pp. 7240-7244, 1981.
  138. Gourgeon, H. y Herrera, I. “Boundary Methods. C-Complete Systems for Biharmonic Equations”. Boundary Element Methods, C.A. Brebbia, Ed., Springer Verlag, Berlín, 3 pp. 431-441, 1981. (Invitado).
  139. Herrera, I. “Boundary Methods for Fluids”. Finite Elements in Fluids, Vol. IV, R.H. Gallagher, D. Norrie, J.T. Oden & O.C. Zienkiewicz, Eds., John Wiley & Sons Ltd., 4 Capítulo 19, pp. 403-432, 1982. (Trabajo invitado).
  140. Hennart, J.P., Yates, R. y Herrera, I. “Extension of the Integrodifferential Equations Approach to Inhomogeneous Multiaquifer Systems”. Water Resources Research, 17(4), pp. 1044-1050, 1981.
  141. Herrera, I. “Boundary Methods. A Criterion for Completeness”. Proc. National Academy of Sciences, USA, 77(8), pp. 4395-4398, 1980.
  142. Herrera, I. “Boundary Methods in Water Resources”. Finite Elements in Water Resources, S.Y. Wang et. al., Eds., The University of Mississippi, pp. 56-71, 1980. También en Advances in Water Resources, 5(3), pp. 130-135, 1982. (Ponencia invitada).
  143. Herrera, I. “Boundary Methods in Flow Problems”. Proc. of the Third International Conference on Finite Elements in Flow Problems. D.H. Norrie (Ed) Banff, Canada, 1, pp 30-42, 1980. (Ponencia invitada).
  144. Hennart, J.P., Yates, R. y Herrera, I. “A Finite Element in Time and Space Model for Quasi-Threedimensional Multiaquifer”. Proc. of the International Conference on Finite Elements in Flow Problems. Banff, Canada, 1, pp 228-236, 1980.
  145. Herrera, I., Hennart, J.P. y Yates, R. “A Critical Discussion of Numerical Models for Multiaquifer Systems”. Advances in Water Resources, 3(4), pp. 159-163, 1980. Seleccionado entre los diez mejores artículos publicados en los diez primeros años de esta revista y reproducido en el volumen especial: Flow Through Porous Media, G.F Pinder, Ed., CML Publications, Southampton, pp 51-55, 1983.
  146. Herrera, I., Minzoni, A. y Flores, E.Z. Reply to Dagan's comments to "Theory of Flow to Unconfined Aquifers by Integrodifferential Equations". Water Resources Research, 15(3), pp. 733, 1979.
  147. Herrera, I. “Variational Principles for Problems with Linear Constraints: Prescribed Jumps and Continuation Type Restrictions”. J. Inst. of Mathematics and its Applics., 25, pp 67-96, 1980.
  148. Sabina, F.J., England, R. y Herrera, I. “Scattering of SH-Waves by Obstacles in a Half Space”. Earthquakes Notes, 49(4), pp 75-76, 1978.
  149. England, R., Sabina, F.J. y Herrera, I. “Scattering of SH-Waves by Surface Cavities of Arbitrary Shape Using Boundary Methods”. Physics of the Earth and Planetary Interiors, 21(2, 3), pp 148-157, 1980.
  150. Herrera, I. “Theory of Connectivity: A Unified Approach to Boundary Methods”. Variational Methods in the Mechanics of Solids, S. Nemat Nasser, Ed. Pergamon Press, Oxford and New York, pp. 77-82, 1980.
  151. Sabina, F.J., Herrera, I. y England, R “Theory of Connectivity: Applications to Scattering of Seismic Waves 1. SH-Wave Motion”. Proc. of the Second International Conference on Microzonation, San Francisco, CA., USA, 2 Vol. 9(175), pp 813-824, 1978.
  152. Herrera, I. “Theory of Connectivity: A Systematic Formulation of Boundary Element Methods”. Applied Mathematical Modelling, 3(2), pp. 151-156, 1979. Also, in Brebbia CA, editor, New development in boundary element methods, Proceedings of 2nd International Seminar on Resent Advances in Boundary Element Methods, Southampton, England, London: Pentech Press, pp 45-58, 1980.
  153. Herrera, I. y Sabina, F.J. “Connectivity as an Alternative to Boundary Integral Equations. Construction of Bases”. Proc. National Academy of Sciences, USA, 75 (5), pp. 2059-2063, 1978.
  154. Herrera, I. y Yates, R. “Método para Predecir el Hundimiento Cuando el Subsuelo es Similar al de la Ciudad de México”. Revista Ingeniería, 47(1), pp. 216-227, 1977. También Instituto de Ingeniería, UNAM, 397, 1977.
  155. Herrera, I. “On the Variational Principles of Mechanics”. Trends in Applications of Pure Mathematics to Mechanics, H. Zorsky, Ed., Pitman Publishing Ltd., II, pp. 115-128, 1979. (Ponencia invitada).
  156. Herrera, I. y Sabina, F.J. “Variational Principles for Superelement Formulations of Diffraction Problems”. Comunicaciones Técnicas, IIMAS-UNAM, Serie Naranja, 10(188), pp. 1-34, 1979.
  157. Herrera, I. “Theory of Connectivity for Formally Symmetric Operators”. Proc. National Academy of Sciences, USA, 74 (11), pp. 4722-4725, 1977.
  158. Yates, R. y Herrera, I. “Extension of the Crank-Nicholson Procedure to a Class of Integrodifferential Equations”. Proc. Symposium on Applications of Computers Methods in Engineering, L. Carter Wellford Jr., Ed., Los Angeles, CA., 1, pp 377-384, 1977.
  159. Herrera, I. “General Variational Principles Applicable to the Hybrid Element Method”. Poc. of the National Academy of Sciences, USA, 74 (7), pp. 2595-2597, 1977.
  160. Herrera, I., Minzoni, A. y Flores Z.E. “Theory of Flow in Unconfined Aquifers by Integrodifferential Equations”. Water Resources Research, 14(2), pp. 291-297, 1978.
  161. Herrera, I. y Sewell, M.J. “Dual Extremum Principles for Non-Negative Unsymmetric Operators”. J Inst. Maths. and its Applications, 21(1), pp. 95-115, 1978. También University of Wisconsin-Madison, MRC Technical Report, pp. 1743, 1977.
  162. Herrera, I. y Yates, R. “Integrodifferential Equations for Systems of Leaky Aquifers. 3. A Numerical Method of Unlimited Applicability”. Water Resources Research, 13(4), pp. 725-732, 1977.
  163. Herrera, I. y Bielak, J. Comments on the paper by J.N. Reddy "Modified Gurtin's Variational Principles in the Linear Dynamic Theory of Viscoelasticity".- Int. Jour. of Solids and Structures, 13 (4), pp. 377-378, 1977.
  164. Herrera, I., León, J.L. y Fernández del Olmo. “Preconsolidation and its Rheological Implications”. Proc. Novena Conferencia Internacional de Mecánica de Suelos e Ingeniería de Cimentaciones, Tokio, Japón, 1, pp. 127-130, 1977.
  165. Herrera, I. y Bielak, J. “Soil-Structure Interaction as a Diffraction Problem”. Proc. Sixth World Conference on Earthquake Engineering. Nueva Delhi, India, 4, pp.19-24, 1977.
  166. Herrera, I., Alberro, J., Graue, R. y Hanel, J.J. GM Homsy “Development of Artificial Reservoirs by Inducing Land Subsidence”. Land Subsidence Symposium, IAHS-AISH Publ., 121, pp. 39-45, 1977.
  167. Herrera, I. y Alberro, J. “Construcción de Lagos por Bombeo”. Memorias del IV Congreso Nacional de Hidráulica, Acapulco, Gro., 2, pp 1 – 13, 1976.
  168. Herrera, I. “A Review of the Integrodifferential Equations Approach tosec Leaky Aquifer Mechanics”. Advances in Ground Water Hydrology, 1976, American Water Resources Association Awra Symposium Proceedings, Chicago, 3, pp. 29-47, 1976. (Ponencia invitada).
  169. Herrera, I., Yates, R. y Pérez de C. “A Family of Approximate Numerical Procedures for Leaky Aquifer Systems”. ICCAD International Centre for Computer Aided Design Proc. 2nd. International Symposium on Finite Element Methods in Flow Problems, Santa Margherita Ligure, Italia, pp. 355-364, 1976.
  170. Herrera, I. “El Concepto de Preconsolidación de los Suelos”. Revista Ingeniería, 46(1), pp. 53-60, 1976. También Instituto de Ingeniería, UNAM, 363, 1976.
  171. Herrera, I. “Ecuaciones Constitutivas de los Suelos”. Instituto de Ingeniería, UNAM, 370, pp. 1-113, 1976.
  172. Herrera, I. y Bielak, J. “Dual Variational Principles for Diffusion Equations”. Quarterly of Applied Mathematics, 34(1), pp. 85-102, 1976.
  173. Herrera, I. y Bielak, J. “Interacción Dinámica Suelo-Estructura como un Problema de Difracción”. IV Congreso Nacional de Ingeniería Sísmica pp. 1-18 Oaxaca, Oax., México, 1975.
  174. Herrera, I. “Some Remarks on the Formulation of Constitutive Equations for Soils”. V Congreso Panamericano de Mecánica de Suelos e Ingeniería de Fundaciones, 1, pp. 55-63, Buenos Aires, 1975.
  175. Herrera, I. y Bielak, J. “Applications of Dual Principles to Diffusion Equations”. Instituto de Ingeniería, pp. 1-35 UNAM, E-12, 1975.
  176. Herrera, I. “Métodos Variacionales para Aplicaciones en Ingeniería y Física. Parte 1. Formulación General de los Métodos Variacionales”. Instituto de Ingeniería, UNAM, 349, pp. 1-73,1975.
  177. Herrera, I. “A General Formulation of Variational Principles”. Instituto de Ingeniería, UNAM; pp. 1-47, E-10, 1974.
  178. Herrera, I. “Integrodifferential Equations for Systems of Leaky Aquifers and Applications. Part 2: Error Analysis of Approximate Theories”. Water Resources Research, 10(4), pp. 811-820, 1974. También Instituto de Ingeniería, UNAM, E-6, 1973.
  179. Herrera, I., Alberro, J. y León, J.L. y Chen, B. “Análisis de Asentamientos para la Construcción de los Lagos del Plan Texcoco”. Instituto de Ingeniería, UNAM, 340, pp. 1-130, 1974.
  180. Herrera, I. y Bielak, J. “A Simplified Version of Gurtin's Variational Principles”. Archive for Rational Mechanics and Analysis, 53(2), pp. 131-149, 1974, comunicado por M.E. Gurtin
  181. Herrera, I. “Aplicabilidad de Teorías de Acuíferos Semiconfinados”. Instituto de Ingeniería, 318, pp.1-27, 1973.
  182. Herrera, I. y Bielak, J. “Discussion of Proceedings paper 9152: Variational Formulation of Dynamics of Fluid-Saturated Porous Elastic Solids". Journal of Engineering Mechanics Division, ASCE, 99(5), pp. 1097-1098, 1973.
  183. Herrera, I. y Rodarte, L. “Integrodifferential Equations for Systems of Leaky Aquifers and Applications. Part 1: The Nature of Approximate Theories”. Water Resources Research, 9(4), pp. 995-1005, 1973. También Instituto de Ingeniería, UNAM, E-6.
  184. Herrera, I. y Rodarte, L. “Computations Using a Simplified Theory of Multiple Leaky Aquifers”. Geofísica Internacional, 12(2), pp. 71-87, 1972.
  185. Herrera, I. y Figueroa V., G.E. Reply to Comments on "A Correspondence Principle for the Theory of Leaky Aquifers". By Neuman and Witherspoon. Water Resources Research, 6(3), pp. 1011-1015, 197.
  186. Herrera, I. “Theory of Multiple Leaky Aquifers”. Water Resources Research, 6(1), pp. 185-193, 1970.
  187. Reséndiz, D. y Herrera, I. “A Probabilistic Formulation of Settlement-Controlled Design”. Memorias del 7o. Congreso Internacional de Mecánica de Suelos e Ingeniería de Fundaciones, México, 2, pp 217-225, 1969.
  188. Herrera, I. y Figueroa V., G.E. “A Correspondence Principle for the Theory of Leaky Aquifers”. Water Resources Research, 5(4), pp. 900-904, 1969.
  189. Flores Victoria, A., Herrera, I. y Lozano, C. “Hydrodynamic Pressure Generated by a Vertical Earthquake Component”. IV World Conference on Earthquake Engineering, Santiago, Chile, 2 B-4, pp. 25-36, 1969.
  190. Flores Victoria, A., Herrera, I. y Lozano, C. “Presión Hidrodinámica Generada por la Componente Vertical de un Sismo”. Segundo Congreso Nacional de Ingeniería Sísmica, Veracruz, Ver, pp. 1-37, México, mayo de 1968.
  191. Herrera, I., de Alba, E. y Martinez, M.A. “A Sufficient Criterion for the Stability of the Boltzmann Equation for Electrons Under Arbitrary Fields”. International Journal of Physics and Chemistry of Solids, 29(5) pp. 745-748, 1968.
  192. Herrera, I. “Viscoelastic Materials Admitting Simple Waves”. Geofísica Internacional, 7(1), pp. 15-22, 1967.
  193. Barberán, M.J. y Herrera, I. “Riemann Representation Method in Viscoelasticity. 2: Cauchy's Initial Value Problem”. Archive for Rational Mechanics and Analysis, 25(3), pp. 178-187, 1967, comunicado por W. Noll.
  194. Barberán, F.J. y Herrera, I. “The Speed of Propagation of Signals in Viscoelastic Materials”. En Modern Developments in the Mechanics of Continua. S. Eskinazi, Ed., Academic Press, pp. 175-182, 1966.
  195. Herrera, I., Rosenblueth, E. y Rascón, O. “Nota Sobre la Velocidad Máxima del Terreno Durante un Sismo”. Revista de la Soc. Mexicana de Ingeniería Sísmica, 4(1), pp. 26-27, 1966.
  196. Barberán, M.J. y Herrera, I. “Uniqueness Theorem and the Speed of Propagation of Signals in Viscoelastic Materials”. Archive for Rational Mechanics and Analysis, 23(3), pp. 173-190, 1966, comunicado por W. Noll.
  197. Herrera, I. “Riemann Representation Method in Viscoelasticity.1: Characterization and Construction of the Riemann Function”. Archive for Rational Mechanics and Analysis, 22(4), pp. 270-291, 1966, comunicado por J.L. Lions.
  198. Herrera, I. “Functional Partial Differential Equations of Hyperbolic Type”. Publicación Interna del Instituto de Geofísica, UNAM, pp. 1-63, 1965.
  199. Mal, A.K. y Herrera, I. “Scattering of Love Waves by a Constriction in the Crust”. Journal of Geophysical Research, 70(2), pp. 5125-5133, 1965.
  200. Herrera, I. “Modelos Dinámicos para Materiales y Estructuras del Tipo de Masing”. Boletín de la Soc. Mexicana de Ingeniería Sísmica, 3(1), pp. 1-8, 1965.
  201. Coleman, B.D., Gurtin, M.E. y Herrera, I. “Waves in Materials with Memory: 1. The Velocity of One Dimensional Shock and Acceleration Waves”. Archive for Rational Mechanics and Analysis, 19(1), pp 1-19, 1965.
  202. Gurtin, M.E. y Herrera, I. “On Dissipation Inequalities and Linear Viscoelasticity”. Quarterly of Applied Mathematics, 23(3), pp. 235-245, 1965.
  203. Herrera, I. y Gurtin, M.E. “A Correspondence Principle for Viscoelastic Wave Propagation”. Quarterly of Applied Mathematics, 22(4), pp. 361-364, 1965.
  204. Herrera, I. “A Perturbation Method for Elastic Wave Propagation: 3. Thin Inhomogeneities”. Geofísica Internacional, 5(1), pp. 1-14, 1965.
  205. Herrera, I. y Mal, A.K. “A Perturbation Method for Elastic Wave Propagation: 2. Small Inhomogeneities”. Journal of Geophysical Research, 70(4), pp. 871-883, 1965.
  206. Herrera, I., Rosenblueth, E. y Rascón, O.A. “Earthquake Spectrum Prediction for the Valley of Mexico”. Proc. 3rd. World Conference on Earthquake Engineering, Nueva Zelandia, pp. 61-74, 1965.
  207. Herrera, I. y Rosenblueth, E. “Response Spectra on Stratified Soil”. Proc. 3rd. World Conference on Earthquake Engineering. Nueva Zealandia, pp. 44-56, 1965.
  208. Herrera, I. “Contribution to the Linearized Theory of Surface Wave Transmission”. Journal of Geophysical Research, 69(22), pp. 4791-4800, 1964.
  209. Herrera, I. “A Perturbation Method for Elastic Wave Propagation: 1. Non-Parallel Boundaries”. Journal of Geophysical Research, 69(18), pp. 3845-3851, 1964.
  210. Herrera, I. “On a Method to Obtain a Green’s Function for a Multilayered Half Space”. Bulletin of the Seismological Society of America, 54(4), pp. 1087-1096, 1964.
  211. Rosenblueth, E. y Herrera, I. “On a Kind of Hysteretic Damping”. Journal of the Engineering Mechanics Division, ASCE, 90(4), pp. 37-48, 1964.
  212. Bustamante, J., Rosenblueth, E., Herrera, I. y Flores, A. “Presión Hidrodinámica en Presas y Depósitos”. Boletín de la Sociedad Mexicana de Ingeniería Sísmica, 1(2), pp. 37-54, 1963.
  213. Herrera, I. “Procesos Estocásticos de Sistemas Mecánicos”. Boletín Soc. Mexicana de Ingeniería Sísmica, 1(2), pp. 55-60, 1963. También Revista Ingeniería, 34(1), pp. 111-116, 1964.
  214. Sánchez B., J.L., Capella, A. y Herrera, I. “Contribución al Estudio de Ondas de Avenida en Canales”. Revista Ingeniería, 33(2), pp. 131-156, 1963.
  215. Herrera, I. y Knudsen, W.C. “Transient Behavior of the Interface of Two Immiscible Liquids Constrained to the Porous Space Between Two Concentric Spheres”. Geofísica Internacional, 2(3), pp. 35-45, 1962.
  216. Herrera, I. “On the Wave Front Approximation in Three Dimensional Gas Dynamics”. Archive for Rational Mechanics and Analysis, 11(3), pp. 195-209, 1962, Comunicado por M.M. Schiffer