Capitolul 1 Ecuatii diferentiale de ordinul ˆıntâi rezolvabile prin ...

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278 CAPITOLUL 7 Figura 40 > pds3:-plot3d(t=0..1,x=0..Pi/2,axes=boxed); Figura 41
Bibliografie [1] V.I. Arnold, Ecuat¸ii diferent¸iale ordinare, Editura S¸tiint¸ificǎ ¸si Enciclopedicǎ, Bucure¸sti, 1978. [2] S¸t. Balint, A.M. Balint, S. Birǎua¸s, C. Chilǎrescu, Ecuat¸ii diferent¸iale ¸si ecuat¸ii integrale, Editura Universitǎt¸ii de Vest, 2001. [3] V.Barbu, Ecuat¸ii diferent¸iale, Editura Junimea, Ia¸si, 1985. [4] R. Cristescu, Elemente de analizǎ funct¸ionalǎ ¸si introducere în teoria distrubut¸iilor, Editura Tehnicǎ, 1966. [5] S.A. Coddington, N. Levinson, Theory of ordinary differential equations, McGraw Hill, New York, 1955. [6] A. Corduneanu, Ecuat¸ii diferent¸iale cu aplicat¸ii în electrotehnicǎ, Editura Facla, 1981, Timi¸soara [7] C. Corduneanu, Ecuat¸ii diferent¸iale ¸si integrale, Universitatea ”Al.I. Cuza”, Ia¸si, 1971. [8] G.M. Fihtenholt, Curs de calcul diferent¸ial ¸si integral, Editura Tehnicǎ, 1964. [9] D. Ga¸spar, N. Suciu, Analizǎ complexǎ, Editura Academiei Române, 1999. [10] A. Halanay, Ecuat¸ii diferent¸iale ¸si integrale, Universitatea din Bucure¸sti, 1971. [11] A. Halanay, Ecuat¸ii diferent¸iale, Editura Didacticǎ ¸si Pedagogicǎ, Bucure¸sti, 1972. 279
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Capitolul 1 Ecuat¸ii diferent¸ial
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Problema primitivei. Ecuat¸ii dife
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Problema primitivei. Ecuat¸ii dife
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Ecuat¸ii diferent¸iale autonome
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Ecuat¸ii diferent¸iale autonome
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Ecuat¸ii diferent¸iale cu variabi
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Ecuat¸ii omogene în sens Euler 17
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Ecuat¸ii omogene generalizate 19 1
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Ecuat¸ii diferent¸iale liniare de
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Ecuat¸ia diferent¸ialǎ a lui Ber
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Ecuat¸ia diferent¸ialǎ a lui Ber
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Ecuat¸ia diferent¸ialǎ a lui Ric
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Ecuat¸ii cu diferent¸ialǎ total
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Ecuat¸ii cu diferent¸ialǎ total
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Calculul simbolic al solut¸iilor e
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Capitolul 2 Ecuat¸ii diferent¸ial
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Ecuat¸ii diferent¸iale de ordinul
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Reducerea ecuat¸iei diferent¸iale
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Capitolul 3 Sisteme de ecuat¸ii di
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Sisteme de ecuat¸ii diferent¸iale
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Reducerea ecuat¸iilor diferent¸ia
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Calculul simbolic al solut¸iilor s
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Teoreme de existent¸ǎ ¸si unicit
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Proprietǎt¸i calitative ale solut
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Metode numerice 131 4.4 Metode nume
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Metode numerice 133 Sǎ presupunem
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Metode numerice 135 ceea ce demonst
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Metode numerice 137 Pentru a compar
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Metode numerice 139 eval(sol_x1(t),
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Metode numerice 141 > end if; > end
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Metode numerice 143 eval(sol_x1(t),
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Metode numerice 145 178.44235533234
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Metode numerice 147 Figura 19 > wit
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Metode numerice 149 Figura 23 Un al
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Metode numerice 151 Figura 26 Portr
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Metode numerice 153 care aratǎ cǎ
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Integrale prime 155 Întrucât (t0,
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Integrale prime 157 Teorema 4.5.2 D
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Integrale prime 159 3. Arǎtat¸i c
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Integrale prime 161 Exercit¸ii: 1.
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Capitolul 5 Ecuat¸ii cu derivate p
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Ecuat¸ii cu derivate part¸iale de
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Clasificarea ecuat¸iilor cu deriva
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Formulele lui Green ¸si formule de
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Probleme la limitǎ pentru ecuat¸i
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Probleme la limitǎ pentru ecuat¸i
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Funct¸ia Green pentru Problema Dir
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Funct¸ia Green pentru Problema Neu
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Probleme pentru ecuat¸ia lui Lapla
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Calculul simbolic al solut¸iei Pro
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Calculul simbolic al solut¸iei Pro
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Ecuat¸ia elipticǎ de tip divergen
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Page 227 and 228: Ecuat¸ia elipticǎ de tip divergen
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