659 research outputs found
CAJA 219 - LEGAJO IX - SIGNATURA 10
No full textCarta de pésame, remitida por la Sociedad Económica, a la familia del socio fallecido D. José Monserrat y Riutar.Monserrat Y Riutar, J. (1881). Carta de pésame, remitida por la Sociedad Económica, a la familia del socio fallecido D. José Monserrat y Riutar. Real Sociedad Económica de Amigos del País de Valencia. https://riunet.upv.es/handle/10251/24568Importación Masiv
Tabla genealógica de la familia de Monserrat. [Manuscrito]
No full textEmpieza en Pedro Monserrat.
Termina en su segundo nieto Andrés Monserrat y Siurana.Pertenece a la Colección Salazar y Castro de la RA
CAJA 217 - LEGAJO IV - SIGNATURA 02
No full textNota remitida por la Sociedad Económica a D. José Monserrat, socio de mérito de la misma, comunicándole el acuerdo tomado de elevar una instancia al Gobierno, solicitando se sustituya el procedimiento químico a que están sujetos los vinos exportados.Monserrat, J. (1881). Nota remitida por la Sociedad Económica a D. José Monserrat, socio de mérito de la misma, comunicándole el acuerdo tomado de elevar una instancia al Gobierno, solicitando se sustituya el procedimiento químico a que están sujetos los vinos exportados. Real Sociedad Económica de Amigos del País de Valencia. https://riunet.upv.es/handle/10251/24463Importación Masiv
Tabla genealógica de la familia de Monserrat. [Manuscrito]
No full textEmpieza en Pedro Monserrat.
Termina en su segundo nieto Andrés Monserrat y Siurana.Pertenece a la Colección Salazar y Castro de la RA
CAJA 203 - LEGAJO III - SIGNATURA 04
No full textInvitación al acto de apertura del curso académico, 1877"1878, remitida por el Rector de la Universidad, D. José Monserrat, al Sr. Presidente de la Económica.Monserrat, J.; Universidad de Valencia (1877). Invitación al acto de apertura del curso académico, 1877"1878, remitida por el Rector de la Universidad, D. José Monserrat, al Sr. Presidente de la Económica. Real Sociedad Económica de Amigos del País de Valencia. https://riunet.upv.es/handle/10251/23850Importación Masiv
Twercademy: A dance based online business
No full textThe relevance of this thesis is the author's personal journey with the company she created which is called Twercademy. It's based on her personal experience and learnings from classes and independent research through the internet. Twercademy represents an online dance service for different types of preferences that want to learn and make progress in twerking. The primary objective of the thesis is to educate the different steps that are needed to complete an online business of any kind. On this particular occasion, the thesis opens the subject of a dance-oriented business. More precisely, twerk dance-oriented business. The thesis can be read as an easy and informative guide on building and maintaining an online-based business.
The idea of having an online business originated back in April 2020. As a result, the author participated in a summer course that was online business-oriented. Later on, Twercademy's first launch was made in December 2020. In the upcoming chapters, the author will go into detail about the issues involved in starting an online business.
To conclude, making an online dance business is not as complicated as many dance artists may believe. The plan and the vision are major fundamental keys for starting a business. With the author's personal experience and view, she opens up the different possibilities that are available nowadays. There are many ways for a dance teacher to be implemented in the online industry. Not to forget the benefits of networking and finding new ways of communicating with more people around the world, especially finding new students or colleagues. This helps to gain a more diverse expansion with social, technical, pedagogical, and humanistic skills
La Creación del Real Convictorio de Nuestra Señora de Monserrat en la Provincia Jesuítica del Paraguay
No full textEste estudo aborda a atuação de alguns jesuítas envolvidos com a criação e os primeiros tempos de funcionamento do Real Convictorio de Nuestra Señora de Monserrat, situado em Córdoba (Argentina), sede das autoridades da Província Jesuítica del Paraguay, onde se ergueu o Colégio Máximo, em cujas instalações históricas (declaradas Patrimônio da Humanidade pela UNESCO) funciona atualmente a Universidade Nacional de Córdoba
LA UNIVERSITAS CORDUBENSIS TUCUMANAE Y EL COLEGIO MONSERRAT. HISTORIA Y PROYECCIÓN. EL PADRE DUARTE Y QUIRÓS
No full textThis paper presents part of the conference given by the author at the opening of the series of keynote lectures on the occasion of the commemoration of the 335th anniversary of the National College of Monserrat in the city of Córdoba-Argentina. The work highlights the role of the “Houses of Higher Studies” for the moral, social and cultural advancement of the Indies.El presente trabajo presenta parte de la exposición brindada por el autor en oportunidad de la inauguración del ciclo de conferencias magistrales con motivo de la conmemoración del 335 aniversario del Colegio Nacional de Monserrat de la ciudad de Córdoba-Argentina. En él se destaca el rol de las Casas de Altos Estudios para el adelantamiento moral, social y cultural de las Indias
Real cédula [del rey Carlos III] dirigida al vi-rrey [Joaquín de Monserrat, marqués de Cruillas] real audiencia, jueces y al obispo de Michoacán, en que por representación de fr
No full textReal cédula [del rey Carlos III] dirigida al vi-rrey [Joaquín de Monserrat, marqués de Cruillas] real audiencia, jueces y al obispo de Michoacán, en que por representación de fray Juan Basilio, procu-rador de las provincias de Indias de la Orden de San Francisco, que comunica la violencia con que se despojó el convento y bienes de San Juan Tzitá-cuaro, ordena se restituya con todos los bienes que demuestren ser suyos, y se entreguen a la parro-quia sus pertenencias: San Ildefonso, 9 de septiem-bre de 1761
The cone of curves and the Cox ring of rational surfaces over Hirzebruch surfaces
No full text[EN] Let X be a rational surface obtained by blowing up a configuration C of infinitely near points over a Hirzebruch surface F_delta. We prove that there exist two positive integers a ≤ b such that the cone of curves of X is finite polyhedral and minimally generated whenever delta ≥ a, and the Cox ring of X is finitely generated whenever delta ≥ b. The integers a and b depend only on a combinatorial object (a graph decorated with arrows) that represents the strict transforms of the exceptional divisors, their intersections, and their intersections with the fibers and the special section of F_delta.The authors were partially funded by MCIN/AEI/10.13039/501100011033 and by ERDF, UE, grant
PID2022-138906NB-C22, as well as by Universitat Jaume I, grant GACUJIMA- 2024-03. The third author was also supported by the Margarita Salas postdoctoral contract MGS/2021/14(UP2021-021) financed by the European Union- NextGenerationEU. Open Access funding provided thanks to the CRUE-CSIC agreement with Springer Nature.Galindo, C.;Monserrat Delpalillo, Francisco José;Moreno-Ávila, CJ. (2025). The cone of curves and the Cox ring of rational surfaces over Hirzebruch surfaces. Revista de la Real Academia de Ciencias Exactas Físicas y Naturales Serie A Matemáticas. 119(4). https://doi.org/10.1007/s13398-025-01758-5S119
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