41. Karunanithi, S.; Anthoni, S.M.: Existence of mild solutions of nonlinear functional integro-differential equations of neutral type. (English). - [CA] Sahadevan, R. (ed.) et al., Nonlinear systems. Proceedings of the 8th Ramanujan symposium on recent developments in nonlinear systems, University of Madras, Chennai, India, February 14-16, 2001. Boca Raton, FL: Chapman and Hall/CRC; New Delhi: Narosa Publishing House. 207-219 (2002). [ISBN 0-8493-1722-3; ISBN 81-7319-456-4]Miklavž Mastinšek, 2005, review, book review, critique Keywords: matematika, navadne diferencialne enačbe, nelinearni funkcional, integro-diferencialna enačba, nevtralni tip, mathematics, ordinary differential equations, nonlinear functional, integro-differential equation, neutral type, mild solution
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42. Kamont, Z.; Czlapinski, T.: Existence of weak solutions for first order partial functional differential equations. (English). - [J] Atti Semin. Mat. Fis. Univ. Modena 48, No.2, 275-297 (2000). [ISSN 0041-8986]Miklavž Mastinšek, 2005, review, book review, critique Keywords: matematika, parcialne diferencialne enačbe, Cauchyjev problem, posplošena rešitev, mathematics, partial differential equations, Cauchy problem, generalized solution
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43. Matolcsi, Máté; Shvidkoy, Roman: Trotter's product formula for projections. - Arch. Math. 81, No.3, 309-317 (2003). [ISSN 0003-889X; ISSN 1420-8938]Miklavž Mastinšek, 2005, review, book review, critique Keywords: matematika, teorija operatorjev, konvergenca, Trotterjeva produktna formula, ▫$C_0$▫-polgrupe, mathematics, operator theory, convergence, Trotter product formula, ▫$C_0$▫-semigroups
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44. Matolcsi, Máté: On the relation of closed forms and Trotter's product formula. - J. Funct. Anal. 205, No.2, 401-413 (2003). [ISSN 0022-1236]Miklavž Mastinšek, 2005, review, book review, critique Keywords: matematika, teorija operatorjev, Trotter-Katova produktna formula, kvaziskrčljivost, mathematics, analysis, closed sectorial forms, Trotter-Kato product formula, quasicontractivity
Published in DKUM: 10.07.2015; Views: 807; Downloads: 31
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45. Agarwal, Shruti; Bahuguna, Dhirendra: Existence and uniqueness of strong solutions to nonlinear nonlocal functional differential equations. - Electron. J. Differ. Equ. 2004, Paper No. 52, 9 p., electronic only (2004). [ISSN 1072-6691]Miklavž Mastinšek, 2005, review, book review, critique Keywords: matematika, analiza, nelinearne navadne diferencialne enačbe, nelokalni problemi, mathematics, analysis, nonlocal problem, accretive operator, method of lines
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46. Chen, Ching-Fa; Pan, Shing-Tai; Hsieh, Jer-Guang: Stability of nominally stable uncertain singularly perturbed systems with multiple delays. - Control Cybern. 31, no. 1, 5-16 (2002). [ISSN 0324-8569]Miklavž Mastinšek, 2003, review, book review, critique Keywords: matematika, diferencialne enačbe, stabilnost, perturbirani sistemi, mathematics, differential equations, stability, delays, perturbed systems
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47. Zheng, Quan: Evolution equations for abstract differential operators. - J. Math. Anal. Appl. 275, no. 2, 459-481 (2002). [ISSN 0022-247X]Miklavž Mastinšek, 2004, review, book review, critique Keywords: matematika, diferencialne enačbe, evolucijske enačbe, mathematics, differential equations, evolution equations, regularized evolution families
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48. Bátkai, András: Hiperbolicity of linear partial differential equations with delay. - Integral Equations Oper. Theory 44, no. 4, 383-396 (2002). [ISSN 0378-620X]Miklavž Mastinšek, 2004, review, book review, critique Keywords: matematika, diferencialne enačbe, hiperboličnost, ▫$C_0$▫-polgrupe, stabilnost, mathematics, differential equations, ▫$C_0$▫-semigroups, hiperbolicity, delays, stability
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49. Malejki, M.: C[sub]0-group with polynomial growth. - Semigroup Forum 63, no. 3, 305-320 (2001). [ISSN 0037-1912]Miklavž Mastinšek, 2004, review, book review, critique Keywords: matematika, teorija operatorjev, ▫$C_0$▫-grupa operatorjev, neomejeni operatorji, Banachov prostor, Hilbertov prostor, Friedrichsov model, polinomska rast, mathematics, operator theory, ▫$C_0$▫-group of operators, unbounded operator, Banach space, polynomial growth condition, Hilbert space, Friedrichs model
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50. Wu, Liming; Zhang, Yiping: Existence and uniqueness of C[sub]0-semigroup in L[sup][infinity]: a new topological approach. - C. R. Math. Acad. Sci. Paris 334, no. 8, 699-704 (2002). [ISSN 1631-073X]Miklavž Mastinšek, 2003, review, book review, critique Keywords: matematika, teorija operatorjev, ▫$C_0$▫-polgrupe, podmarkovske polgrupe, mathematics, operator theory, ▫$C_0$▫-semigroups, sub-Markov semigroups
Published in DKUM: 10.07.2015; Views: 916; Downloads: 27
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