41.- |
Clifford algebra and the four-dimensional Lorentz transformation
Yu Xueqian1; Yu Qiunan2; Yu Xuegang3
1Tonghua Vocational College, Tonghua, Jilin. China; 2Jilin Institute of Education, Department of Physics, Changchun, Jilin. China; 3Tonghua Teacher's College, Institute of Mathematics and Physics, Tonghua, Jilin. China
[ Advances in applied Clifford algebras, México, 2002 Vol. 12 Núm. 1 Dic, Pág. 13-19]
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42.- |
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43.- |
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44.- |
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45.- |
Euclidean Clifford algebra
Fernández, V.V1; Moya, A.M; Rodrigues-Junior, W.A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 1-21]
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46.- |
Extensors
Fernández, Virginia V1; Moya, Antonio M; Rodrigues-Junior, Waldir A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 23-40]
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47.- |
Metric Clifford algebra
Fernández, Virginia V1; Moya, Antonio M; Rodrigues-Junior, Waldir A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 49-68]
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48.- |
Metric tensor vs. metric extensor
Fernández, Virginia V1; Moya, Antonio M; Rodrigues-Junior, Waldir A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 41-48]
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49.- |
Multivector functionals
Fernández, Virginia V1; Moya, Antonio M; Rodrigues-Junior, Waldir A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 93-103]
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50.- |
Multivector functions of a multivector variable
Fernández, Virginia V1; Moya, Antonio M; Rodrigues-Junior, Waldir A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 79-91]
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51.- |
Multivector functions of a real variable
Fernández, Virginia V1; Moya, Antonio M; Rodrigues-Junior, Waldir A
1Universidade Estadual de Campinas, Instituto de Matematicas, Estatistica e Computacao Cientifica, Campinas, Sao Paulo. Brasil; 2University of Liverpool, Department of Mathematical Sciences, Liverpool, Lancashire. Reino Unido
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 3 , Pág. 69-78]
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52.- |
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53.- |
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54.- |
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55.- |
Feynman's operational calculi for noncommuting operators: the monogenic calculus
Jefferies, B1; Johnson, G.W2
1University of New South Wales, School of Mathematics, Sidney, Nueva Gales del Sur. Australia; 2University of Nebraska, Department of Mathematics and Statistics, Lincoln, Nebraska. Estados Unidos de América
[ Advances in applied Clifford algebras, México, 2001 Vol. 11 Núm. 2 Dic, Pág. 239-264]
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56.- |
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57.- |
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58.- |
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59.- |
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60.- |
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