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Maithilīśaraṇa Gupta ke kāvya kī antarkathāoṃ ke śrotaAgravāla, Śaśi, January 1977 (has links)
Originaly presented as the author's Thesis (D. Lit.), University of Allahad. / In Hindi. Includes bibliographical references (p. [386]-392). "Racanāoṃ kā kāla-krama: Maithilīśaraṇa Gupta kī prakāśita kṛtiyām̐ aura unakā prakāśana-samvat": p. [383]-385.
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A history of the Imperial GuptasGoyala, Śrīrāma. January 1900 (has links)
"Thesis ... approved by the University of Gorakhpur ... 1967." / Bibliography: p. [389]-401.
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A history of the Imperial GuptasGoyala, Śrīrāma. January 1900 (has links)
"Thesis ... approved by the University of Gorakhpur ... 1967." / Bibliography: p. [389]-401.
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Maithilīśaraṇa Gupta ke kāvya kī antarkathāoṃ ke śrotaAgravāla, Śaśi, January 1977 (has links)
Originaly presented as the author's Thesis (D. Lit.), University of Allahad. / In Hindi. Includes bibliographical references (p. [386]-392). "Racanāoṃ kā kāla-krama: Maithilīśaraṇa Gupta kī prakāśita kṛtiyām̐ aura unakā prakāśana-samvat": p. [383]-385.
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Maithilīśaraṇa Gupta ke kāvya kā manovaijñānika adhyayana /Sarmā, Kāntā. January 1995 (has links)
Pī.-eca. Ḍī. śodha prabandha--Dillī--Dillī viśvavidyālaya, 1979.
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The Pala Kingdom : rethinking lordship in early medieval North Eastern IndiaTarga, Sergio January 1999 (has links)
No description available.
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Hindī aura Telugu Rāmakāvya paramparā meṃ Sāketa tathā Śrīmad Rāmāyaṇa kalpavr̥ksha eka tulanātmaka adhyayana /Sāyilu, Bī., January 1980 (has links)
Thesis (Ph. D.)--University of Usmania. / In Hindi. Cover title: Sāketa tathā Śrīmadrāmāyaṇa kalpavr̥ksha. "Śrī Maithilīśaraṇa kā kāvya vikāsa"--P. 443. "Viśvanātha Satyanārāyaṇa Jī kī racanāoṃ kī sūcī"--P. 444-447. Includes bibliographical references (p. [448]-452).
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The house of origins and the house of transition: the process of identity construction through the representation of domestic space in Sunetra Gupta's novels / La casa de los orígenes y la casa de la transición: la construcción de la identidad a través de la representación del espacio doméstico en las novelas de Sunetra GuptaFernández Menicucci, Amaya 21 September 2007 (has links)
No description available.
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Estudo de clusters met?licos de alum?nio-s?dio, alum?niopot?ssio, alum?nio-l?tio e s?dio-l?tio pelas abordagens de algoritmos gen?ticos, c?lculos qu?nticos e an?lise topol?gicaSantos, Acassio Rocha 21 February 2017 (has links)
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Previous issue date: 2017-02-21 / O estudo te?rico de clusters met?licos tem despertado um interesse consider?vel,
devido ? possibilidade de criar novas ligas de materiais em nanoescala, as chamadas
"nanoligas". Pesquisas sobre nanoligas desempenham papel significativo na Ci?ncia de
Materiais, pois, entre seus objetivos mais importantes, est?o o de prever a estabilidade das
estruturas, seus modos de crescimento, bem como o de auxiliar a interpreta??o de medidas
espectrosc?picas e outras medi??es experimentais. Nesse contexto, um grande n?mero de
m?todos foi relatado nos ?ltimos anos para a otimiza??o do m?nimo global de grupos
at?micos e moleculares, sendo um dos mais utilizados atualmente o do Algoritmo Gen?tico
(doravante, GA), o qual baseia-se em princ?pios relacionados a processos evolutivos, em
operadores inspirados na Teoria da Evolu??o e na Gen?tica, isto ?, na recombina??o, muta??o
e sele??o natural. Particularmente, o GA com a implementa??o do potencial Gupta tem se
mostrado eficiente na busca de solu??es ??timas? em problemas de otimiza??o de clusters
met?licos. Esta disserta??o ? composta por cap?tulos de introdu??o, de metodologia, de
abordagem te?rica (Cap. 1, 2 e 3); e tamb?m por cap?tulos que cont?m artigos sobre o tema
proposto (Cap. 4, 5 e 6). No primeiro artigo (Cap. 4), analisaram-se clusters bimet?licos
AlxNay (x+y?55) por meio da aplica??o do GA com a implementa??o do potencial Gupta.
Com base tamb?m na aplica??o do GA, no segundo cap?tulo (Cap. 5) foram estudados
clusters de AlxLiy e AlxKy (x+y ? 55). Em ambos os trabalhos, para elevar a efici?ncia do GA,
introduziu-se mais dois operadores: o Aniquilador e o Hist?ria. Ao serem comparadas as
estruturas obtidas por meio do GA com potencial Gupta para clusters de alum?nio puro, l?tio
puro e alum?nio-l?tio com resultados recentes da literatura, verificou-se que para os sistemas
Al2, Al3, Al6, Al8, Al9, Li5, Li6, Li7, Al1Li5, Al1Li7 e Al1Li8 as geometrias obtidas foram muito
semelhantes ?quelas resultantes de c?lculos de funcional de densidade e ab initio[como
CCSD(T)]. No terceiro artigo (Cap. 6), analisou-se um novo algoritmo gen?tico qu?ntico (Q-GA)
para pequenos sistemas de clusters NaxLiy com (x+y ? 10). Constatou-se que o Q-GA
apresenta maior efici?ncia na busca do m?nimo global em rela??o ao GA com o potencial
Gupta. Isso porque o primeiro utiliza m?todo qu?ntico, enquanto o segundo usa um m?todo
cl?ssico. Por ser mais preciso, o Q-GA possui uma abrang?ncia menor. Neste artigo, al?m de
c?lculos ab inito, tamb?m foram realizados c?lculos topol?gicos a partir da Teoria Qu?ntica
de ?tomos em Mol?culas (QTAIM) para as estruturas Na1Li5, Na2Li4, Na3Li3, Na4Li2 e
Na5Li1, obtidas pelo Q-GA. Nessas estruturas, chama a aten??o o fato de n?o haver caminho
de liga??o envolvendo diretamente os metais, sendo unidos por pseudo?tomos, com exce??o
do Na5Li1. Algumas intera??es at?micas n?o foram indicadas pelo caminho de liga??o e sua
an?lise foi feita pelo ?ndice de deslocaliza??o (DI). No sistema Na1Li5, os pares at?micos
Na1-Li2 e Na1-Li6 t?m as intera??es mais fortes (e equivalentes ? do sistema NaLi) de todos
os pares Na-Li de todos clusters NaxLiy(x+y=6); ao mesmo tempo, os outros pares Na-Li t?m
intera??es dez vezes mais fracas do que aquelas do sistema NaLi. As intera??es Na-Na dos
clusters Na4Li2 e Na5Li1 s?o as mais fortes quando comparadas com sistemas puros. Por fim,
verificou-se que a f?rmula do grau de degeneresc?ncia do ?ndice de aromaticidade D3BIA e a
carga at?mica indicaram que os ?tomos de l?tio mais pr?ximo ao ?tomo de s?dio transferem
carga para esse ?ltimo. / The theoretical study of metal clusters has drawn considerable interest due to the
possibility of creating new alloys from materials in nanoscale, the so-called "nanoalloys".
Research on nanoalloys has had an important role in materials science, since, among some of
its most relevant objectives, we may find the prediction of stability in structures, their
manners of growth and further assistance in the interpretation of spectroscopic and other
experimental measures. In this context, several methods have been reported in the last few
years towards the global minimum optimization of atomic and molecular groups, where the
Genetic Algorithm (henceforth GA) is currently considered one of the most used methods,
whilst based on principles related to evolutionary processes as well as operators inspired by
the Theory of Evolution and Genetics, i. e., by recombination, mutation and natural selection.
The GA method in particular, and altogether with the implementation of the Gupta potential,
has become efficient in the search for ?optimal? solutions for optimization problems in
metallic clusters. The present dissertation is composed of chapters consisting of introduction,
methodology and theoretical considerations (Chap. 1, 2 and 3), as well as of chapters
containing articles on the proposed subject (Chap. 4, 5 and 6). In the first article (Chap. 4), we
may find the analysis of AlxNay (x + y ? 55) bimetallic clusters through the Genetic
Algorithm method with the implementation of the Gupta potential. Also based on the GA
application, in the following chapter (Chap. 5) we may find a study regarding AlxLiy e AlxKy
(x+y ? 55) clusters. In both works, in order to improve GA efficiency, two additional
operators have been introduced: Annihilator and History. By being compared to structures
obtained by means of GA with Gupta potential for pure aluminum, pure lithium and
aluminum-lithium clusters in recent results from literature, it has been verified that, regarding
systems Al2, Al3, Al6, Al8, Al9, Li5, Li6, Li7, Al1Li5, Al1Li7 e Al1Li8, the obtained geometries
were very similar to those resulting from density functional and ab initio calculations [such as
CCSD(T)]. In the third chapter (Chap. 6), we analyzed a new quantum genetic algorithm (QGA)
for small cluster systems NaxLiy with (x+y ? 10). It has been observed that Q-GA
presents an improved efficiency towards a global minimum regarding the GA with the Gupta
potential. That has been the case since the former uses the quantum method, while the latter
uses a classic method. More specifically, the Q-GA has a narrower scope. In this article,
besides ab initio calculations, topological calculations were performed as well, grounded on
the Quantum Theory of Atoms in Molecules (QTAIM) for the structures Na1Li5, Na2Li4,
Na3Li3, Na4Li2 e Na5Li1 obtained by the Q-GA. In these structures, it is evident that there is no
bonding path between the metals, since they are bonded by pseudo atoms, with the exception
of the Na5Li1. Some of the atomic interactions have not been suggested by the bonding path,
being their analysis performed according to the delocalization index (DI). In the Na5Li1
system, the atomic pairs Na1-Li2 and Na1-Li6 have the strongest interactions (equivalent to
the NaLi system) of all Na-Li pairs in all of the NaxLiy (x+y=6) clusters; concurrently, other
Na-Li pairs bear interactions ten times weaker than those from the NaLi system. The Na-Na
interactions from the clusters Na4Li2 e Na5Li1 are stronger when compared to pure systems.
Finally, it has been verified that the degree of degeneracy formula of the aromaticity index
D3BIA and the atomic charge suggest that the lithium atoms that are closer to the sodium
atom transfer charge to the latter.
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Analyse canonique : généralisation, influence et robustesseKhatouri, Abdelaziz January 2002 (has links)
Mémoire numérisé par la Direction des bibliothèques de l'Université de Montréal.
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