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și Topologie, Timișoara, 2-7 iulie 1984, 21-23. 27. N. Papaghiuc: Some results on contact umbilical and contact geodesic submanifolds of manifolds with a Sasakian 3-structure. Lucrările Conferinței naționale de Geometrie și Topologie, Timișoara, 2-7 iulie 1984, 202-204. 28. N. Papaghiuc: Some results on almost semi-invariant submanifolds în Sasakian manifolds. Bull. Math. de la Șoc. Sci. Math. de la R.S. Roumanie, 28(76), nr. 4, 1984, 353-367. 29. N. Papaghiuc: Theorems of decomposition for almost semi-invariant submanifolds în a Sasakian manifold. Buletinul Inst. Politehnic

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
matematice” - supliment la Buletinul Inst. Politehnic Iași, 1985, 33-39. 32. A. Bejancu, N. Papaghiuc: Semi-invariant submanifolds în manifolds with a Sasakian 3structure. Analele St. Univ. “Al.I. Cuza” Iași, ț. XXXI, secția I a Matematică, 1985, 89-96. 33. N. Papaghiuc: Some theorems on semi-invariant submanifolds of a Sasakian manifold. Analele St. Univ. “Al.I. Cuza” Iași, ț. XXXII, secția I a Matematică, 1986, 73-76. 34. N. Papaghiuc: The semi-invariant submanifolds with semi-flat normal normal connection of a Sasakian space form. Analele

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Lagrange spaces with a pseudo-Riemannian metric. Tensor, N.S., 46, 1987, 240-249. 38. V. Oproiu, N. Papaghiuc: Submanifolds în Lagrange geometry. Analele St. Univ. “Al.I. Cuza” Iași, ț. XXXIV, seria I a Matematică, f. 2, 1988, 153-166. 39. N. Papaghiuc: Some results on normal semi-invariant submanifolds with semi-flat normal connection în Sasakian space forms. Bull. Math. de la Șoc. Sci. Math. de la R.S. Roumanie (N.S.), 32(80), nr. 3, 1988, 263-272. 40. N. Papaghiuc: Submerșii ale subvarietăților semiinvariante ale unei varietăți Sasaki

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
seria I a Matematică, f. 3, 1989, 281-288. 44. V. Oproiu, N. Papaghiuc: The Legendre transformation and a pseudo-Riemannian metric. Analele St. Univ. “Al.I. Cuza” Iași, ț. XXXV, seria I a Matematică, f. 1, 1989, 69-76. 45. N. Papaghiuc: Some results on locally symmetric cotangent bundle. Proc. XXth Național Conf. Geometry & Topology, Timișoara, October 5-7, 1989, 181-187. 46. V. Oproiu, N. Papaghiuc: A pseudo-Riemannian structure on the cotangent bundle. Analele St. Univ. “Al.I. Cuza” Iași, ț. XXXVI, seria I

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Matematički Vesnik (Beograd - Jugoslavija) 42, 1990, 221-232. 48. V. Oproiu, N. Papaghiuc: Another pseudo-Riemannian structure on the cotangent bundle. Buletinul Inst. Politehnic Iași, ț. XXXVII(XLI), s. I Mec.-Maț,-Fiz., f. 1-4, 1991, 27-33. 49. V. Oproiu, N. Papaghiuc: Some examples of almost complex manifolds with Norden metric. Publicationes Mathematicae Debrecen 41, f. 3-4, 1992, 199-211. 50. N. Papaghiuc: On the geometry of leaves of a semi-invariant ξ┴ - submanifold în a Kenmotsu manifold. Analele St. Univ. “Al.I. Cuza” Iași

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
3-4, 1992, 199-211. 50. N. Papaghiuc: On the geometry of leaves of a semi-invariant ξ┴ - submanifold în a Kenmotsu manifold. Analele St. Univ. “Al.I. Cuza” Iași, ț. XXXVIII, seria I a Matematică, f.2, 1992, 111-119. 51. N. Papaghiuc: Some remarks on CR-submanifolds of a locally conformal Kaehler manifold with parallel Lee form. Publicationes Mathematicae Debrecen 43, f. 3-4, 1993, 337-342. 52. N. Papaghiuc: On the locally symmetric cotangent bundle of a cosimplectic manifold. Buletinul Inst. Politehnic Iași, s. I

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
XLI, seria I a Matematică, f.1, 1995, No. 1, 331348 (1997). 55. V. Oproiu, N. Papaghiuc: On the cotangent bundle of a differentiable manifold. Publicationes Mathematicae Debrecen 50, 1997, f. 3-4, 317-338. 56. V. Oproiu, N. Papaghiuc, G. Mitric: Some classes of almost parahermitian structures on cotangent bundles. Analele Științifice Univ. “Al.I. Cuza” Iași, ț. XLIII, s. I a Matematică (N.S.), f. 1, 1997, 7-22 (1998). 57. N. Papaghiuc: Another Kaehler structure on the tangent bundle of a space

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
1999, 99-109. 61. V. Oproiu, N. Papaghiuc: New results on the tangent bundle of a Riemannian manifold. An. Științifice Univ. “Al. I. Cuza” Iași, s. I a Matematică (N.S.), ț. XLV, 1999, f. 1, 181-190. 62. V. Oproiu, N. Papaghiuc: Some results on harmonic sections of cotangent bundles. An. Științifice Univ. “Al. I. Cuza” Iași, s. I Matematică (N.S.), ț. XLV, f. 2, 1999, 275-290. 63. N. Papaghiuc: On an Einstein structure on the tangent bundle of a space form. Publ

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Debrecen 55, 1999, f. 3-4, 349-361. 64. N. Papaghiuc: Vector subbundles în the cotangent bundle of a differentiable manifold. An. Științifice Univ. “Al. I. Cuza” Iași, s. I a Matematică (N.S.), ț. XLV, f. 1, 1999, 141-152. 65. N. Papaghiuc: Some almost complex structures with Norden metric on the tangent bundle of a space form. An. Științifice Univ. “Al. I. Cuza” Iași, s. I Matematică (N.S.), ț. XLVI, 2000, s. I a, f. 1, 99-110. 66. V. Oproiu, N. Papaghiuc: A

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
on the tangent bundle of a Riemannian manifold. Colloquium Mathematicum (Wrocław - Polonia) 87, 2001, no. 2, 227-233. 68. N. Papaghiuc: A locally symmetric pseudo-Riemannian structure on the tangent bundle. Publ. Math. Debrecen 59, 2001, f. 3-4, 303-315. 69. N. Papaghiuc: Some results on the tangent bundle of a Riemannian manifold. Scripta Scientiarum Mathematicarum, Chișinău, vol. ÎI, f. 1, 2002, 116-122. 70. N. Papaghiuc: A locally symmetric complex structure with Norden metric on the tangent bundle of a space form. An. Științifice

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
2002, 116-122. 70. N. Papaghiuc: A locally symmetric complex structure with Norden metric on the tangent bundle of a space form. An. Științifice Univ. “Al. I. Cuza” Iași, s. I Matematică, ț. XLVIII, f. 1, 2002, 101-112. 71. N. Papaghiuc: Some geometric structures on the tangent bundle of a Riemannian manifold. Demonstrațio Math. (Kraków) 37, no. 1, 2004, 215-228. 72. V. Oproiu, N. Papaghiuc: Some classes of almost anti-Hermitian structures on the tangent bundle. Mediterranean J. of Maths. 1, 2004, No

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Al. I. Cuza” Iași, s. I Matematică, ț. XLVIII, f. 1, 2002, 101-112. 71. N. Papaghiuc: Some geometric structures on the tangent bundle of a Riemannian manifold. Demonstrațio Math. (Kraków) 37, no. 1, 2004, 215-228. 72. V. Oproiu, N. Papaghiuc: Some classes of almost anti-Hermitian structures on the tangent bundle. Mediterranean J. of Maths. 1, 2004, No. 3, 269-282. Publicat și pe Internet - Springer, 2004, Germany. 73. V. Oproiu, N. Papaghiuc: Classes of almost anti-Hermitian structures on the tangent bundle of

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Matematică, ț. L, f. 1, 2004, 175-190. 74. V. Oproiu, N. Papaghiuc: Einstein quasi-anti-Hermitian structures on the tangent bundle. An. Științifice Univ. “Al. I. Cuza” Iași, s. I Matematică, ț. L, 2004, f. 2, 347-360. 75. V. Oproiu, N. Papaghiuc: Some Einstein anti-Hermitian structures on the tangent bundle. Sci. Ann. Univ. Agric. Sci. Vet. Med., tom XLVII, 2004, no. 2, 211-224. 76. A. Balmuș, C. Oniciuc, N. Papaghiuc: Harmonic properties on the tangent bundle. An. Univ. Timișoara Ser. Maț.- Inform. 42

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
tangent bundle. An. Univ. Timișoara Ser. Maț.- Inform. 42, 2004, no. 1, 17-27. 77. V. Oproiu, N. Papaghiuc: An anti-Kählerian Einstein structure on the tangent bundle of a space form. Colloquium Mathematicum 103, 2005, no. 1, 41-46. 78. N. Papaghiuc: Some locally symmetric anti-Hermitian structures on the tangent bundle (în colab. cu V. Oproiu - prim autor). An. Științifice Univ. “Al. I. Cuza” Iași, s. I Matematică , LII, 2006, no. 2, 277-287. 79. V. Oproiu, N. Papaghiuc: General natural Einstein Kähler structures

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Al. I. Cuza” Iași, s. I Matematică , LII, 2006, no. 2, 277-287. 79. V. Oproiu, N. Papaghiuc: General natural Einstein Kähler structures on tangent bundles. Differential Geometry and Its Applications, 27, 2009, no. 3, 384-392. 80. V. Oproiu, N. Papaghiuc: Some new geometric structures of natural lift type on the tangent bundle (în colab. cu V. Oproiu - prim autor). Bull.Math. Șoc. Sci. Math. Roumanie (N.S.) vol. 52(100), 2009, no. 3, 333-346. Dedicată Prof. S. Ianuș la aniversarea a 70

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Analele științifice ale Univ. “Al.I. Cuza” Iași, ț. XXIII, s. I Matematică, 1977, 391-402. 7. Vescan, Ț. Robert: Categories of relations with standard factorizations. Publicationes Mathematicae Debrecen, ț. 26, 1979, 155-160. 8. Vescan, Ț. Robert: Existence of solutions for some quasi-variational inequalities. Rend. Sem. Matematico Univ. Padova 63, 1980, 215-230. 9. Vescan, Ț. Robert: Quelques inéquations quasi-variationelles avec restrictions bornées par rapport à l’ordre. Numerical Funcțional Anal. & Optimization 2, M. Dekker Inc., New YorkBasel, 1980, 637-648. 10. Vescan, Ț

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
ordre. Numerical Funcțional Anal. & Optimization 2, M. Dekker Inc., New YorkBasel, 1980, 637-648. 10. Vescan, Ț. Robert: Quasi-variational inequalities with non monotone implicit restriction. Buletinul Inst. Politehnic Iași, ț. XXVI(XXX), 1980, 35-38. 11. Vescan, Ț. Robert: Quasi-variational characterization of some optimal points în Banach spaces. Analele Științifice ale Univ. “Al.I. Cuza” Iași, ț. XXIX, s. I Matematică, 1983, 314. 12. Vescan, Ț. Robert: Quasi-variational inequalities solved by a non-void intersection property. J. Math. Anal. Appl., 93, Academic Press, New York

Volum memorial dedicat foştilor profesori şi colegi by Alexandru Cărăuşu, Georgeta Teodoru (2011) [Corola-publishinghouse/Science/91776_a_92841]
Corola-publishinghouse/Science/2246_a_3571

consists în studying the relationships between emoțional intelligence, anxiety level and atitudes facing the stress în the case of practician doctors. At a much higher level the objective consists în identifying the stress predictors în practical medecine and, implicitely, establishing some adequated anti-stress programs. That kind of studies' finality, by using psychology speciffic tools, would make a double benefit: increasing medical personnel's comfort and professional efficiency, together with raising the patients' satisfaction level. Keywords: emoțional intelligence, atitude facing the stress

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
336-362. Kemper, Theodore D. (1990Ă Social relations and emotions: A structural approach. În T.D. Kemper (ed.Ă. Research Agendas în the Sociology of Emotions (pp. 207-237Ă. Albany: State University of New York Press. Kemper, Theodore D. (2002Ă Predicting emotions în groups: some lessons from September 11. În J. Barbalet (edă. Emotions and Sociology (pp. 53-68Ă. Oxford, UK: Blackwell Publishing. Manstead, Antony S.R., Frijda, Nico H. și Fischer, Agneta (2004Ă Feelings and Emotions: The Amsterdam Symposium. Cambridge, UK: Cambridge University Press. Marx, Karl

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
Gamble, Ț. K; Gamble, M., 1993, p. 104Ă în which the verbal channel takes hold of a proportion of 35% from the total communication, the rest of 65% being hold by the non-verbal channelă. Also we shouldn’ț forget that some researchers consider that the non-verbal communication tend to be credible for five time more than the verbal communication. But, also there is a reverse of the situation: sometimes, teachers/professors can deliberately use the verbal and nonverbal messages that might

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
this knees a cardboard on which it is written: „Blind from birth”. The crowd hâș been passing, indifferently, till the moment în which a stranger person stops, he takes the cardboard, changes one’s note of the message and writes some word on it and leaves away. Immediate after that, it happen a miracle. Every transient turn around their heads and many persons, sympathize with his sorrow, they stop a minute and drop a penny în his box”. But, we have

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
Company, New York. Sarason, B.S. (1999Ă, Teaching aș a performing art, Teacher College Press, New York. Schermerhorn, J.; Hunt, J. (1998Ă, Managing Organizațional Behavior, Wiley, New York. Andreea Zlate Suntem consumatori și actori economici „raționali” sau „iraționali”? Abstract: This article aims to approach some of the aspects related to the buying decision process, to the buying motivation and to the factors which influence the buying behavior. It will try to answer to some questions like: Are our buying decisions based on facts or feelings

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
actori economici „raționali” sau „iraționali”? Abstract: This article aims to approach some of the aspects related to the buying decision process, to the buying motivation and to the factors which influence the buying behavior. It will try to answer to some questions like: Are our buying decisions based on facts or feelings? To what kind of arguments are we more sensitive: to the rațional or the emoțional ones? Do we choose only products we practically need or those which satisfy some

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
some questions like: Are our buying decisions based on facts or feelings? To what kind of arguments are we more sensitive: to the rațional or the emoțional ones? Do we choose only products we practically need or those which satisfy some of our psychologically needs? How do we explain „compulsive buying” or „shopping addiction”? Which are the factors influencing our buying decision? The decision process involved în the acquisition of a product/ service represent one of the important and tradițional fields

Revista de psihologie organizațională (2007) [Corola-publishinghouse/Science/2246_a_3571]
Corola-publishinghouse/Science/1618_a_3076

felul în care personajul feminin propune desfășurarea relațiilor în planul mariajului o apropie de 362 Ibidem, p. 142. 363 Geoffrey Chaucer, op. cit., p. 281. 364 Ibidem. 365 „woman in a generaly sense, but especially one engaged in the sale of some commodity, the mate of a male animal, a woman joined to a man by marriage”. 366 David S. Reed, art. cit., p. 76. 367 Britton J. Harwood, art. cit., p. 257. 111 imaginea unei femei de moravuri ușoare. 368 Dragostea

La donna angelicata – la donna demonicata în opera lui Giovanni Boccaccio şi a lui Geoffrey Chaucer by Oana Simona Zaharia (2016) [Corola-publishinghouse/Science/1618_a_3076]