7,376 research outputs found
The Future of Canadian Climate Policy — with Marc Lee
No full textMarc Lee is a Senior Economist at the Canadian Centre for Policy Alternatives\u27 BC Office. In addition to tracking federal and provincial budgets and economic trends, Marc has published on a range of topics from poverty and inequality to globalization and international trade to public services and regulation. Marc is the Co-Director of the Climate Justice Project, a research partnership with UBC\u27s School of Community and Regional Planning that examines the links between climate change policies and social justice.Resources:Climate Justice Project: www.policyalternatives.ca/projects/cli…tice-projectMarc Lee\u27s Posts on Policy Note: www.policynote.ca/author/marclee/Canadian Centre for Policy Alternatives: www.policyalternatives.ca/Marc\u27s Twitter: twitter.com/MarcLeeCCPA International Panel on Climate Change, 2021 report: www.ipcc.ch/report/ar6/wg1
Climate Justice & Inequality: The Future of Canadian Climate Policy — with Marc Lee
No full textMarc Lee is a Senior Economist at the Canadian Centre for Policy Alternatives\u27 BC Office. In addition to tracking federal and provincial budgets and economic trends, Marc has published on a range of topics from poverty and inequality to globalization and international trade to public services and regulation. Marc is the Co-Director of the Climate Justice Project, a research partnership with UBC\u27s School of Community and Regional Planning that examines the links between climate change policies and social justice.Resources: Climate Justice Project: https://www.policyalternatives.ca/projects/climate-justice-projectMarc Lee\u27s Posts on Policy Note: https://www.policynote.ca/author/marclee/Canadian Centre for Policy Alternatives: https://www.policyalternatives.ca/Marc\u27s Twitter: https://twitter.com/MarcLeeCCPA International Panel on Climate Change, 2021 report: https://www.ipcc.ch/report/ar6/wg1
Berstein-Sato ideals
No full textEn aquest treball de final de grau, introduïm la teoria dels D-mòduls, amb un enfocament particular als ideals de Bernstein-Sato, que amplien la definició dels polinomis de Bernstein-Sato. L'existència d'ideals de Bernstein-Sato en el context algebraic s'estableix mitjançant l'estudi de mòduls sobre l'àlgebra de Weyl i la classe de mòduls holònoms. Desenvolupem de manera sistemàtica el marc teòric necessari i proporcionem una demostració detallada d'aquest resultat d'existència. A més, examinem les propietats fonamentals i oferim exemples dels polinomis de Bernstein-Sato, incloent-hi fórmules destacades per a arranjaments d'hiperplans. Investiguem com aquests conceptes s'amplien als ideals de Bernstein-Sato i presentem dos nous resultats d'aquestes extensions, Teorema 5.6 i Teorema 5.7 al treball. Aquests teoremes generalitzen la recentment demostrada fórmula multiplicativa de Thom-Sebastiani per als polinomis de Bernstein-Sato.En este trabajo de fin de grado, introducimos la teoría de los D-módulos, con un enfoque particular en los ideales de Bernstein-Sato, que amplían la definición de los polinomios de Bernstein-Sato. La existencia de ideales de Bernstein-Sato en el contexto algebraico se establece mediante el estudio de módulos sobre el álgebra de Weyl y la clase de módulos holónomos. Desarrollamos de manera sistemática el marco teórico necesario y proporcionamos una demostración detallada de este resultado de existencia. Además, examinamos las propiedades fundamentales y proporcionamos ejemplos de los polinomios de Bernstein-Sato, incluyendo fórmulas notables para las disposiciones de hiperplanos. Investigamos cómo estos conceptos se amplían a los ideales de Bernstein-Sato y presentamos dos nuevos resultados de tales extensiones, el Teorema 5.6 y el Teorema 5.7 en el trabajo. Estos teoremas generalizan la recientemente demostrada fórmula multiplicativa de Thom-Sebastiani para los polinomios de Bernstein-Sato.In this Bachelor's thesis, we introduce the theory of D-modules, with a particular focus on Bernstein-Sato ideals, which extend the definition of Bernstein-Sato polynomials. The existence of Bernstein-Sato ideals in the algebraic setting is established through the study of modules over the Weyl algebra and the class of holonomic modules. We systematically develop the necessary theoretical framework and provide a detailed proof of this existence result. Additionally, we examine fundamental properties and provide examples of Bernstein-Sato polynomials, including notable formulas for hyperplane arrangements. We investigate how these concepts extend to Bernstein-Sato ideals and present two new results of such extensions, Theorem 5.6 and Theorem 5.7 in the dissertation. These theorems generalize the recently proven multiplicative Thom-Sebastiani formula for Bernstein-Sato polynomials.Outgoin
Recensione di Marc Humbert, Yoshimichi Sato (eds), Social Exclusion. Perspectives from France and Japan, Melbourne, Trans Pacific Press, 2012, pages 176, ISBN: 978-1-920901-69-1
No full textA brief introduction of the book "Social Exclusion. Perspectives from France and Japan" edited by Marc Humbert and Yoshimichi Sato: a collection of self contained essays, focused on the crucial theme of the social exclusion from the particular perspective of French and Japanese societie
UKMARC AMC: Draft Rev 4.0: UK MARC format for archives and manuscripts control (UK MARC AMC)
No full textThis draft is the first attempt to establish a UK MARC specifically for Archives and Manuscripts Control since the British Library indicated that it would countenance such extensions to the national UK MARC format. In order to keep consistency with the general UK MARC format, standard UK MARC subject fields are not included in this document, since they should be taken from the latest version of the UK MARC manual. {A note of them should perhaps be included in UK MARC AMC.} {NB Text in braces is intended to be explanatory material for readers of this draft}. Certain other fields have not been included that might occasionally be used in the cataloguing of archival materials but would generally only be used for such materials in organizations which were combining archive
databases with library databases. This MARC version is intended for use with descriptions of archive or anuscript material that follow, or fit, the traditional style of cataloguing: we assume that these will normally relate
to paper or parchment originals. It is not intended for use with descriptions of other kinds of material. For these, fields may be drawn from the appropriate UK MARC document. MARC versions for use with archives in special formats should be developed, in order to complete the full range of facilities available to archivists and curators
MARC 21 para recursos contínuos
No full textTranslation and adaptation of the MARC 21 Format for Bibliographic Data, and MARC 21 Format for Holdings Data, Network Development and MARC Standards Office, Library of Congress, USA, by Angela Salles. Rio de Janeiro, 2010. 2 v. V.1 MARC 21 format for bibliographic data (updated until October 2010). V.2 MARC 21 format for data collection (Holdings) (updated until October 2008)
Gauss-Manin connection of ICIS and Bernstein-Sato polynomials
No full textEn aquest Treball de Fi de Grau estudiem la connexió de Gauss-Manin per Interseccions Completes amb Singularitats Aïllades (ICIS), així com la seva relació amb certs polinomis de Bernstein-Sato. Pel cas d'hipersuperfícies amb singularitats aïllades, aquesta relació s'estableix en un resultat de Malgrange. Per estudiar la possible generalització d'aquest resultat al cas d'ICIS, generalitzem un algorisme de Schulze per calcular la connexió de Gauss-Manin d'una hipersuperfície amb singularitats aïllades al cas d'ICIS. Seguidament, fem ús de la nostra implementació en Magma d'aquest algorisme per calcular alguns exemples. Això ens permet concloure que un candidat per la generalització del resultat de Malgrange és el polinomi de Bernstein-Sato associat al mòdul de cohomologia local d'una ICIS.En este Trabajo Final de Grado estudiamos la conexión de Gauss-Manin para Intersecciones Completas con Singularidades Aisladas (ICIS) y su relación con ciertos polinomios de Bernstein-Sato. Para hipersuperficies con singularidades aisladas, esta relación se establece en un resultado de Malgrange. Para estudiar la posible generalización de este resultado a ICIS, generalizamos un algoritmo de Schulze para el cálculo de la conexión de Gauss-Manin para hipersuperfícies con singularidades aisladas al caso de ICIS. Seguidamente, usamos nuestra implementación en Magma del algoritmo para calcular algunos ejemplos. Esto nos permite concluir que un candidato para la generalización del resultado de Malgrange es el polinomio de Bernstein-Sato asociado al módulo de cohomología local de una ICIS.In this Bachelor thesis we study the Gauss-Manin connection of Isolated Complete Intersection Singularities (ICIS) and its relation with Bernstein-Sato polynomials. For isolated hypersurface singularities, this relation follows from a theorem by Malgrange. To study the possible generalization of this result to ICIS, we generalize an algorithm by Schulze for the computation of the Gauss-Manin connection of isolated hypersurface singularities to the case of ICIS. We then use our Magma implementation of this algorithm to compute some examples, concluding that a candidate for a generalization of Malgrange's result is the Bernstein-Sato polynomial associated to the local cohomology module of an ICIS.Outgoin
Gauss-Manin connection of ICIS and Bernstein-Sato polynomials
No full textEn aquest Treball de Fi de Grau estudiem la connexió de Gauss-Manin per Interseccions Completes amb Singularitats Aïllades (ICIS), així com la seva relació amb certs polinomis de Bernstein-Sato. Pel cas d'hipersuperfícies amb singularitats aïllades, aquesta relació s'estableix en un resultat de Malgrange. Per estudiar la possible generalització d'aquest resultat al cas d'ICIS, generalitzem un algorisme de Schulze per calcular la connexió de Gauss-Manin d'una hipersuperfície amb singularitats aïllades al cas d'ICIS. Seguidament, fem ús de la nostra implementació en Magma d'aquest algorisme per calcular alguns exemples. Això ens permet concloure que un candidat per la generalització del resultat de Malgrange és el polinomi de Bernstein-Sato associat al mòdul de cohomologia local d'una ICIS.En este Trabajo Final de Grado estudiamos la conexión de Gauss-Manin para Intersecciones Completas con Singularidades Aisladas (ICIS) y su relación con ciertos polinomios de Bernstein-Sato. Para hipersuperficies con singularidades aisladas, esta relación se establece en un resultado de Malgrange. Para estudiar la posible generalización de este resultado a ICIS, generalizamos un algoritmo de Schulze para el cálculo de la conexión de Gauss-Manin para hipersuperfícies con singularidades aisladas al caso de ICIS. Seguidamente, usamos nuestra implementación en Magma del algoritmo para calcular algunos ejemplos. Esto nos permite concluir que un candidato para la generalización del resultado de Malgrange es el polinomio de Bernstein-Sato asociado al módulo de cohomología local de una ICIS.In this Bachelor thesis we study the Gauss-Manin connection of Isolated Complete Intersection Singularities (ICIS) and its relation with Bernstein-Sato polynomials. For isolated hypersurface singularities, this relation follows from a theorem by Malgrange. To study the possible generalization of this result to ICIS, we generalize an algorithm by Schulze for the computation of the Gauss-Manin connection of isolated hypersurface singularities to the case of ICIS. We then use our Magma implementation of this algorithm to compute some examples, concluding that a candidate for a generalization of Malgrange's result is the Bernstein-Sato polynomial associated to the local cohomology module of an ICIS.Outgoin
MARC 21 para recursos contínuos.
No full textTradução e adaptação de MARC 21 Format for Bibliographic Data e MARC 21 Format for Holdings Data, da Network Development and MARC Standards Office, da Library of Congress, USA, por Angela Salles
Friends of the Greenwood Library Presents Marc Leepson
No full textOn Tuesday, September 11, 2012 the Friends of the Janet D. Greenwood Library hosted its fall event, which featured an evening with Marc Leepson. Leepson is a journalist, historian and the author of seven books, including Lafayette: Lessons in Leadership from the Idealist General (Palgrave/Macmillan, 2011), a concise biography of the famed Marquis de Lafayette
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