Kleber Camara (18 results)

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Paperback. Condition: new. Paperback. Spatial Algebras develops a self-contained theory of commutative, unital, and generally nonassociative algebras that extend the complex numbers by adjoining real idempotent directions.The book begins with finite-dimensional spatial algebras and introduces their algebraic structure, associators, idempotents, multiplication operators, elementary functions, spectral coordinates, and functional calculus. It then develops an infinite-dimensional scale of spatial algebras, with detailed treatments of bounded multiplication operators, spectra, resolvents, reconstruction through associators, and the corresponding Hilbertian theory.The later chapters transport the algebraic decomposition to bundles, connections, curvature, dynamical systems, variational principles, symmetries, and bifurcation theory. Two advanced applications are presented separately: Multichannel Spectral Geometry and a heat-kernel-regularized realization of Kaluza-Klein channels. The mathematical scope and physical limitations of these applications are explicitly stated.Designed for advanced undergraduate students, graduate students, instructors, and researchers, the book includes definitions, complete proofs, examples, counterexamples, graded exercises, and an extensive chapter of answers and hints. It is suitable for readers interested in algebra, functional analysis, operator theory, spectral theory, differential geometry, and mathematical physics. A self-contained introduction to spatial algebras, covering nonassociative algebra, operator and spectral theory, associator reconstruction, geometry, dynamics, and advanced applications in mathematical physics. This item is printed on demand. Shipping may be from multiple locations in the US or from the UK, depending on stock availability.…

Paperback. Condition: new. Paperback. Algebras Espaciais apresenta uma introducao sistematica a uma classe de algebras reais comutativas, unitais e, em geral, nao associativas, construidas como extensoes do plano complexo por direcoes idempotentes. A obra desenvolve os fundamentos algebricos da teoria, incluindo associadores, potencias, exponencial, calculo funcional, operadores de multiplicacao, espectro e resolvente. A partir dessa estrutura, apresenta metodos de reconstrucao espectral e funcional, extensoes em espacos de sequencias e formulacoes geometricas associadas as algebras espaciais. Os capitulos finais exploram aplicacoes a sistemas dinamicos, mecanica, estabilidade, bifurcacao, reducao de Lyapunov-Schmidt, sistemas newtonianos espaciais e modelos inspirados em Kaluza-Klein. O texto e voltado a estudantes, pesquisadores e leitores com formacao em Matematica, Fisica Matematica, Analise Funcional, Teoria Espectral e areas afins. Uma introducao as algebras espaciais: fundamentos algebricos, reconstrucao espectral, geometria e aplicacoes a sistemas dinamicos, mecanica e modelos de Kaluza-Klein. This item is printed on demand. Shipping may be from multiple locations in the US or from the UK, depending on stock availability.…

Paperback. Condition: new. Paperback. Spatial Algebras develops a self-contained theory of commutative, unital, and generally nonassociative algebras that extend the complex numbers by adjoining real idempotent directions.The book begins with finite-dimensional spatial algebras and introduces their algebraic structure, associators, idempotents, multiplication operators, elementary functions, spectral coordinates, and functional calculus. It then develops an infinite-dimensional scale of spatial algebras, with detailed treatments of bounded multiplication operators, spectra, resolvents, reconstruction through associators, and the corresponding Hilbertian theory.The later chapters transport the algebraic decomposition to bundles, connections, curvature, dynamical systems, variational principles, symmetries, and bifurcation theory. Two advanced applications are presented separately: Multichannel Spectral Geometry and a heat-kernel-regularized realization of Kaluza-Klein channels. The mathematical scope and physical limitations of these applications are explicitly stated.Designed for advanced undergraduate students, graduate students, instructors, and researchers, the book includes definitions, complete proofs, examples, counterexamples, graded exercises, and an extensive chapter of answers and hints. It is suitable for readers interested in algebra, functional analysis, operator theory, spectral theory, differential geometry, and mathematical physics. A self-contained introduction to spatial algebras, covering nonassociative algebra, operator and spectral theory, associator reconstruction, geometry, dynamics, and advanced applications in mathematical physics. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.…

Paperback. Condition: new. Paperback. Spatial Algebras develops a self-contained theory of commutative, unital, and generally nonassociative algebras that extend the complex numbers by adjoining real idempotent directions.The book begins with finite-dimensional spatial algebras and introduces their algebraic structure, associators, idempotents, multiplication operators, elementary functions, spectral coordinates, and functional calculus. It then develops an infinite-dimensional scale of spatial algebras, with detailed treatments of bounded multiplication operators, spectra, resolvents, reconstruction through associators, and the corresponding Hilbertian theory.The later chapters transport the algebraic decomposition to bundles, connections, curvature, dynamical systems, variational principles, symmetries, and bifurcation theory. Two advanced applications are presented separately: Multichannel Spectral Geometry and a heat-kernel-regularized realization of Kaluza-Klein channels. The mathematical scope and physical limitations of these applications are explicitly stated.Designed for advanced undergraduate students, graduate students, instructors, and researchers, the book includes definitions, complete proofs, examples, counterexamples, graded exercises, and an extensive chapter of answers and hints. It is suitable for readers interested in algebra, functional analysis, operator theory, spectral theory, differential geometry, and mathematical physics. A self-contained introduction to spatial algebras, covering nonassociative algebra, operator and spectral theory, associator reconstruction, geometry, dynamics, and advanced applications in mathematical physics. This item is printed on demand. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability.…

Taschenbuch. Condition: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - Spatial Algebras develops a self-contained theory of commutative, unital, and generally nonassociative algebras that extend the complex numbers by adjoining real idempotent directions.The book begins with finite-dimensional spatial algebras and introduces their algebraic structure, associators, idempotents, multiplication operators, elementary functions, spectral coordinates, and functional calculus. It then develops an infinite-dimensional scale of spatial algebras, with detailed treatments of bounded multiplication operators, spectra, resolvents, reconstruction through associators, and the corresponding Hilbertian theory.The later chapters transport the algebraic decomposition to bundles, connections, curvature, dynamical systems, variational principles, symmetries, and bifurcation theory. Two advanced applications are presented separately: Multichannel Spectral Geometry and a heat-kernel-regularized realization of Kaluza-Klein channels. The mathematical scope and physical limitations of these applications are explicitly stated.Designed for advanced undergraduate students, graduate students, instructors, and researchers, the book includes definitions, complete proofs, examples, counterexamples, graded exercises, and an extensive chapter of answers and hints. It is suitable for readers interested in algebra, functional analysis, operator theory, spectral theory, differential geometry, and mathematical physics.…

Taschenbuch. Condition: Neu. Spatial Algebras | Algebraic Foundations, Spectral Reconstruction, and Applications | Kleber Câmara | Taschenbuch | Englisch | 2026 | Kleber Câmara | EAN 9786502363737 | Verantwortliche Person für die EU: Libri GmbH, Europaallee 1, 36244 Bad Hersfeld, gpsr[at]libri[dot]de | Anbieter: preigu Print on Demand. …

Paperback. Condition: new. Paperback. O conteudo deste livro foi escrito de forma a adequar-se a uma primeira familiarizacao de estudantes de matematica e das engenharias com a teoria das funcoes complexas, e para ser um livro texto em um curso introdutorio semestral da referida disciplina. A teoria apresentada possui uma estrutura logica elegante que, alem de ser proeminente em matematica pura, representa um instrumento indispensavel para matematicos aplicados, engenheiros e fisicos. Um curso de calculo, cobrindo derivadas e integrais, e um pre-requisito para um bom andamento do curso. Este livro esta dividido em tres partes. A primeira trata da teoria dos numeros com plexos. Nela damos enfase aos aspectos algebricos e geometricos dos numeros complexos, a sua escrita na forma polar, a utilizacao da formula de De Moivre para o calculo de raizes complexas, e a relacao de Euler. Na segunda parte sao apresentadas as funcoes de variaveis complexas, incluindo topicos como limites, continuidade e derivadas dessas funcoes. Outrossim, e dado destaque especial as equacoes de Cauchy-Riemann e as funcoes elementares: exponencial, trigonometricas, hiperbolicas e logaritmica. A terceira parte expoe, primeiramente, a teoria basica da integral de funcoes complexas, destacando-se a renomada formula integral de Cauchy e o teorema de Cauchy-Goursat e suas implicacoes, e um estudo das primitivas de uma funcao complexa. Em seguida, finalmente, faz-se uma exposicao de aplicacoes importantes da teoria. O livro e ainda dotado de vasta gama de exemplos de aplicacoes e de secoes com exercicios resolvidos, os quais fornecem uma coletanea de modelos para a resolucao dos problemas propostos em cada unidade, para os quais apresentamos as solucoes completas no final de cada unidade. Finalmente, apos cada uma das secoes de respostas, apresentamos adendos que trazem curiosidades sobre numeros complexos, conjecturas envolvendo numeros primos e numeros perfeitos, e o teorema de Fermat. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.…

Paperback. Condition: new. Paperback. Algebras Espaciais apresenta uma introducao sistematica a uma classe de algebras reais comutativas, unitais e, em geral, nao associativas, construidas como extensoes do plano complexo por direcoes idempotentes. A obra desenvolve os fundamentos algebricos da teoria, incluindo associadores, potencias, exponencial, calculo funcional, operadores de multiplicacao, espectro e resolvente. A partir dessa estrutura, apresenta metodos de reconstrucao espectral e funcional, extensoes em espacos de sequencias e formulacoes geometricas associadas as algebras espaciais. Os capitulos finais exploram aplicacoes a sistemas dinamicos, mecanica, estabilidade, bifurcacao, reducao de Lyapunov-Schmidt, sistemas newtonianos espaciais e modelos inspirados em Kaluza-Klein. O texto e voltado a estudantes, pesquisadores e leitores com formacao em Matematica, Fisica Matematica, Analise Funcional, Teoria Espectral e areas afins. Uma introducao as algebras espaciais: fundamentos algebricos, reconstrucao espectral, geometria e aplicacoes a sistemas dinamicos, mecanica e modelos de Kaluza-Klein. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.…

Paperback. Condition: new. Paperback. Algebras Espaciais apresenta uma introducao sistematica a uma classe de algebras reais comutativas, unitais e, em geral, nao associativas, construidas como extensoes do plano complexo por direcoes idempotentes. A obra desenvolve os fundamentos algebricos da teoria, incluindo associadores, potencias, exponencial, calculo funcional, operadores de multiplicacao, espectro e resolvente. A partir dessa estrutura, apresenta metodos de reconstrucao espectral e funcional, extensoes em espacos de sequencias e formulacoes geometricas associadas as algebras espaciais. Os capitulos finais exploram aplicacoes a sistemas dinamicos, mecanica, estabilidade, bifurcacao, reducao de Lyapunov-Schmidt, sistemas newtonianos espaciais e modelos inspirados em Kaluza-Klein. O texto e voltado a estudantes, pesquisadores e leitores com formacao em Matematica, Fisica Matematica, Analise Funcional, Teoria Espectral e areas afins. Uma introducao as algebras espaciais: fundamentos algebricos, reconstrucao espectral, geometria e aplicacoes a sistemas dinamicos, mecanica e modelos de Kaluza-Klein. This item is printed on demand. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability.…

Taschenbuch. Condition: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - w.

Taschenbuch. Condition: Neu. Álgebras Espaciais - Fundamentos algébricos, reconstrução espectral e aplicações | Kleber Soares Câmara | Taschenbuch | Portugiesisch | 2026 | Kleber Câmara | EAN 9786502299937 | Verantwortliche Person für die EU: Libri GmbH, Europaallee 1, 36244 Bad Hersfeld, gpsr[at]libri[dot]de | Anbieter: preigu Print on Demand. …