![](data:image/png;base64,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)
29
Yulök Revista de Innovación Académica, ISSN 2215-5147, Vol. 7, N.º 1
Enero-Junio 2023, pp. 12-30
Sandoval, C. Limitaciones y factores de éxito del emprendimiento Femenino: una perspectiva costarricense.
Jennings, J.E. and McDougald, M.S. (2007), “Work-fa-
mily interface experiences and coping strategies:
implications for entrepreneurship research and
practice”, Academy of Management Journal,
32(1), 747-60.
Knörr, H. (2011). From top management to entrepreneur-
ship: women's next move? International Journal of
Manpower, 32(1), 99-116.
Klyver, K., & Foley, D. (2012). Networking and culture
in entrepreneurship. Entrepreneurship & Regional
Development, 24(7-8), 561-588.
Lüthje, C., & Franke, N. (2003).The making of an entre-
preneur: Testing a model of entrepreneurial intent
among engineering students at MIT. R & D Mana-
gement. 135-147.
Martínez, D, A. M., & Marlow, S. (2017). Women En-
trepreneurs and their Ventures. En: The Routledge
Companion to Global Female Entrepreneurship
(p1-11) Routledge.
Monge-González, R., & Torres-Carballo, F. (2015). The
dynamics of entrepreneurship in Costa Rica: An
analysis of firm entry, exit and growth rates. Re-
cuperado de: http://caatec.org/sitio1/index.php/
en/publications/others- (19 de noviembre 2022)
Montero González, B., & Camacho Ballesta, J. A. (2019).
Caracterización del emprendimiento femenino en
España: Una visión de conjunto, Revesco. 129(1),
39- 65.
Nenzhelele, T. E., Nthabiseng V.M. & Kopano, K. (2016).
The impact of practical entrepreneurship project
on future entrepreneurial intentions." Problems
and Perspectives in Management, 14(4) 67-75.
Pai, K., & Vaidya, S. (2009). Glass ceiling: role of women
in the corporate world. Competitiveness review:
An international business journal, 19(2), 106-113
Panda, S. (2018). Constraints faced by women entrepre-
neurs in developing countries: Review and ran-
king. Gender in Management: An International
Journal. 10(1) 1-18
Pérez, Á. D., & Niño, A. C. S. (2017). Retos de las po-
líticas públicas para el fomento del emprendi-
miento femenino en Colombia. Reflexión política,
19(38), 42-57.
Raigada, J. L. P. (2002). Epistemología, metodología y
técnicas del análisis de contenido. Sociolinguistic
studies, 3(1), 1-42
Robb, Alicia M., and John Watson.(2012) Gender diffe-
rences in firm performance: Evidence from new
ventures in the United States. Journal of Business
Venturing, 27(5), 544-558.
Rosca, E., Agarwal, N., & Brem, A. (2020). Women en-
trepreneurs as agents of change: A comparative
analysis of social entrepreneurship processes in
emerging markets. Technological Forecasting and
Social Change, 157, 12006
Ruiz, L. E., Amorós, J. E., & Guerrero, M. (2022). Does
gender matter for corporate entrepreneurship? A
cross-countries study. Small Business Economics,
10(1) 1-18.
Ruiz-Martínez, R., Kuschel, K., & Pastor, I. (2021). A
contextual approach to women's entrepreneurship
in Latin America: impacting research and public
policy. International Journal of Globalisation and
Small Business, 12(1), 83-103
Sajjad, M., Kaleem, N., Chani, M. I., & Ahmed, M.
(2020). Worldwide role of women entrepreneurs
in economic development. Asia Pacific Journal of
Innovation and Entrepreneurship, 14(2), 151-160.
Santos, G., Marques, C. S., & Ferreira, J. J. (2018).
A look back over the past 40 years of female en-
trepreneurship: mapping knowledge networks.
Scientometrics, 115(2), 953-987
Segarra, H. P., Chabusa, J. L., Legarda, C. M., & Espi-
noza, E. I. (2020). Perfil de la Mujer Emprende-
dora en Latinoamérica: un marco referencial para
Ecuador. Revista Espacios, 41(9), 343-354
Solesvik, M., Iakovleva, T., & Trifilova, A. (2019). Mo-
tivation of female entrepreneurs: a cross-national
study. Journal of Small Business and Enterprise
Development, 26(1), 684-705
Terjesen, S., & Amorós, J. E. (2010). Female entrepre-
neurship in Latin America and the Caribbean:
Characteristics, drivers and relationship to econo-
mic development. The European Journal of Deve-
lopment Research, 22(3), 313-330.