Adelina Georgescu 25.04.1942
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Gheorghe Țițeica - Întemeietor De Şcoală Matematică Românească
1 INSPECTORATUL ŞCOLAR JUDEŢEAN PRAHOVA ŞCOALA GIMNAZIALĂ „RAREŞ VODĂ” PLOIEŞTI Publicaţie periodică a lucrărilor prezentate de elevi la CONCURSUL NAŢIONAL „Matematică – ştiinţă şi limbă universală” Ediţia a IX-a - 2018 2 PLOIEŞTI Nr.42 – SEPTEMBRIE 2018 3 Cuprins 1. Asupra unei probleme date la simulare ................................................................................. 9 Nedelcu Florin Colegiul Tehnic “C. D. Nenițescu” Pitești Prof. coordonator: Veronica Marin 2. Miraculoasa lume a infinitului tainele infinitului ................................................................. 12 Dorica Miruna Școala Gimnazială Corbasca,Județul Bacău Prof. îndrumător Olaru Sorina 3. Metoda reducerii la absurd în rezolvarea problemelor de aritmetică .................................. 14 Buzatu Irina Seminarul Teologic Ortodox "Veniamin Costachi", Mănăstirea Neamț Prof. îndrumător: Asaftei Roxana-Florentina 4. Schimbările climatice la granița dintre știință și ficțiune ..................................................... 16 Ruşanu Maria Ioana, Matei Andreea Mihaela Şcoala Superioară Comercială “Nicolae Kretzulescu”, București Profesori coordonatori Moise Luminita Dominica, dr. Dîrloman Gabriela 5. Gheorghe Țițeica - întemeietor de şcoală matematică românească .................................... 21 Pană Daliana și Mănescu Nadia Liceul Teoretic Mihai Sadoveanu, București Prof. îndrumător Băleanu Mihaela Cristina 6. Aplicații ale coordonatelor carteziene ................................................................................. 26 -
Problems in Trapezoid Geometry Ovidiu T. Pop, Petru I. Braica and Rodica D
Global Journal of Advanced Research on Classical and Modern Geometries ISSN: 2284-5569, Vol.2, Issue 2, pp.55-58 PROBLEMS IN TRAPEZOID GEOMETRY OVIDIU T. POP, PETRU I. BRAICA AND RODICA D. POP ABSTRACT. The purpose of this paper is to present some known and new properties of trapezoids. 2010 Mathematical Subject Classification: 97G40, 51M04. Keywords and phrases: Trapezoid. 1. INTRODUCTION In this section, we recall the well known results: Theorem 1.1. (see [4] or [5]) Let a, b, c, d, be strictly positive real numbers. These numbers can be the lengths of the sides of a quadrilateral if and only if a < b + c + d, b < c + d + a, c < d + a + b, d < a + b + c. (1.1) In general, the strictly positive real numbers a, b, c, d, which verify (1.1) don’t determine in a unique way a quadrilateral. We consider a quadrilateral with rigid sides and con- stant side lengths, its vertices being mobile articulations. Then, this quadrilateral can be deformed in order to obtain another quadrilateral. For trapezoids, the following theorem takes place: Theorem 1.2. (see [5]) Let a, b, c, d, be strictly positive real numbers. Then a, b, c, d can be the lengths of the sides of a trapezoid of bases a and c if and only if a + d < b + c c + d < a + b a + b < c + d or c + b < a + d (1.2) c < a + b + d a < b + c + d By construction, we prove that, in the condition of Theorem 1.2, the trapezoid is uniquely determined. -
Grigore C. Moisil Omul Și Drumul Său
Grigore C. Moisil Omul și drumul său ste bine cunoscut faptul că în imperiul Austro-ungar, românii din Ardeal nu erau recunoscuți ca o minoritate cu drepturi cetățenești, așa E cum erau maghiarii, sașii și secuii, deși reprezentau 2/3 din populația Transilvaniei. Sentimentul național al românilor era înăbușit prin toate mijloacele. În primul rând nu aveau școli în limba româna și nici drepturi civice. Erau înjosiți și marginalizați, nepermițându-li-se să se manifeste în organele reprezentative decizionale. Cu toate acestea, pentru a se putea apăra de amenințările turcilor, erau imediat înrolați în armată și trimiși pe graniță în punctele cele mai vulnerabile. Așa s-au petrecut lucrurile și în secolul al XVIII-lea, când Maria Tereza a luat hotărârea de a militariza și o serie de sate românești, în anul 1762, din zona județului Bistrița Năsăud de astăzi. Printre acestea s-au numărat și comunele Maieru și Șanț. Evident, anterior s-au făcut o serie de verificări, în privința familiilor si în mod deosebit al membrilor de sex masculin. Datorită acestor demersuri, similar oarecum recensământurilor de astăzi, apare și familia Moisil, având descendenți de frunte, intelectuali și adevărați patrioți, la anul 1758. Această acțiune de militarizare a comunelor românești a permis ridicarea socială, politică și culturală a acestora, oferindu-le ocazia anumitor reprezentanți, patrioți destoinici, să se afirme. Printre aceștia și Grigore Moisil (1814-1891), străbunicul academicianului Grigore C. Moisil. El s-a remarcat în calitate de paroh al ținutului Rodnei, unul din întemeietorii primului liceu românesc din Năsăud. Fratele bunicului său, Grigore, Iuliu Moisil (1859-1947), a fost profesor mai întâi la Slatina si apoi la Târgu Jiu, unde a organizat „Cercuri Culturale” și „bănci populare”. -
On the Meaning of Approximate Reasoning − an Unassuming Subsidiary to Lotfi Zadeh’S Paper Dedicated to the Memory of Grigore Moisil −
Int. J. of Computers, Communications & Control, ISSN 1841-9836, E-ISSN 1841-9844 Vol. VI (2011), No. 3 (September), pp. 577-580 On the meaning of approximate reasoning − An unassuming subsidiary to Lotfi Zadeh’s paper dedicated to the memory of Grigore Moisil − H.-N. L. Teodorescu Horia-Nicolai L. Teodorescu Gheorghe Asachi Technical University, Iasi, Romania Institute for Computer Science, Romanian Academy, Iasi Branch Abstract: The concept of “approximate reasoning” is central to Zadeh’s con- tributions in logic. Standard fuzzy logic as we use today is only one potential interpretation of Zadeh’s concept. I discuss various meanings for the syntagme “approximate reasoning” as intuitively presented in the paper Zadeh dedicated to the memory of Grigore C. Moisil in 1975. Keywords: logic, truth value, natural language, inference. 1 Introduction I perceive three central ideas in Zadeh’s wide conceptual construction in his work until now. The first one is that words and propositions in natural languages, consequently human thoughts are not representable by standard sets and standard binary predicates. The second central idea in many of Zadeh’s papers is that humans perform computations in an approximate manner that real numbers can not represent well. The third idea, which Zadeh presented in his more recent works, is that of granularity of human mental representations and reasoning. These three strong points were represented by Zadeh in various forms and synthesized in the title of his paper on “computing with words” [1]. Most frequently - and Zadeh himself is doing no exception - authors cite as the initial paper clearly stating the approximate reasoning model the one published in the journal Information Sciences, July 1975 [2]. -
Curriculum Vitae
Curriculum Vitae Personal information • Name: Ana-Maria Taloș • E-mail: [email protected] • Nationality: Romanian • Gender: female 1. Educational background • 2012- 2015: PhD degree, thesis “The impact of lifestyle on population health status. Case study: Ialomița county (Romania)”, Faculty of Geography, University of Bucharest • 2010- 2012: Master degree, “Geography of Health Care Resources and Health Tourism” module, Faculty of Geography, University of Bucharest • 2007- 2010: Bachelor degree, Tourism specialization, Faculty of Geography, University of Bucharest • 2003- 2007: ”Grigore Moisil” National College, Social Sciences, Urziceni, Ialomița County, Romania 2. Teaching activity • 2013- present: professor assistant in the Department of Human and Economic Geography, Faculty of Geography, University of Bucharest • 2015-present: organizing and coordinating practical activities for students (Moieciu, Bucharest) • 2015-present: coordinating students’ final paper (health geography, geodemography) 3. Scientific activity Books: • Taloș Ana-Maria, (2017), Stilul de viață și impactul acestuia asupra stării de sănătate a populației. Studiu de caz: județul Ialomița, Editura Universității din București, colecția Geographica, București, ISBN 978-606-16-0877-5 Articles: • Taloș Ana-Maria (2018), Housing conditions and sanitation in Ialomița County: spatial inequalities and relationship with population, Salute, Etica, Migrazione, Dodicesimo Seminario Internazionale di Geografia Medica (Perugia, 14-16.12.2017), Perugia, Guerra Edizioni Edel srl, ISBN: 978-88-557-0627-8 • Taloș Ana-Maria, (2017), Socio-economic deprivation and health outcomes in Ialomita County, Human Geographies - Journal of Studies and Research in Human Geography, nr 11 (2), p. 241-253, ISSN–print: 1843–6587 | ISSN–online: 2067–2284 • Taloș Ana-Maria, (2017), Population lifestyle and health in Ialomița County (Romania), Romanian Journal of Geography, Bucuresti, nr 61 (1), p. -
A Memorial Tribute to Professor Constantin
Nonauton. Dyn. Syst. 2020; 7:140–150 Article Open Access Mehran Mahdavi* A Memorial Tribute to Professor Constantin Corduneanu, The Outstanding Mathematician https://doi.org/10.1515/msds-2020-0115 Received May 27, 2020; accepted October 3, 2020 Abstract: This paper contains the biographical sketch and reviews scientic contributions of Professor Con- stantin Corduneanu, an outstanding researcher in stability and control theory, and oscillations. MSC: 01-01; 01-02 Corduneanu’s life Constantin Corduneanu was born on July 26, 1928, in the city of Iaşi, Province of Moldova, Romania, from the parents Costache and Aglaia Corduneanu. He completed his elementary education in the village of Potangeni, Movileni commune in the District of Iaşi, located at a distance of about 25 Km. from the City of Iaşi, where his parents and some uncles were his teachers. This village was also the place where his paternal grandparents were living. At the age of 12, he had to go to the City of Iaşi to get his secondary education. He did not want to take the advice of his parents or his grandfather. Instead, he chose the idea of one of his uncles, who, during the First World War, was a sergeant in the Romanian Cavalry. He participated in the competition for a place at the Military Lyceum of Iaşi, placing 10th out of 400 competitors. He completed his secondary education in 1947. Corduneanu had great mathematics teachers during his secondary education. For example, Nicolae Donciu, who was serving as an assistant to Dimitrie Pompeiu, well known in complex analysis at the time. -
From Stoilow Seminar on Complex Analysis to the Seminar on Potential Theory ∗
FROM STOILOW SEMINAR ON COMPLEX ANALYSIS TO THE SEMINAR ON POTENTIAL THEORY ∗ CABIRIA ANDREIAN CAZACU I have the privilege to know Professor Nicu Boboc for a half century and to have been a witness of all his brilliant scientific and didactic achievements. For a few weeks during the autumn of 1953, I was the teaching assis- tant for the course of Professor Simion Stoilow, Theory of functions of one complex variable, to an exceptional group of students, who later on strongly distinguished themselves by their work in the international mathematics life. The young Nicu Boboc was one of those enthusiastic and passionate students, together with Aurel Cornea, Ciprian Foia¸s,George Gussi, Drago¸sLazˇar,Paul Mustat¸ˇa,Valentin Poenaru, Nicolae Radu, Marius Stoka, Kostake Teleman, Samuel Zaidman and others. They tumultuously engaged in discussions, bring- ing up ideas and proposing solutions. Surely, I have got to know him better in the following years, at the special courses of our Professor Stoilow, and after defending his diploma thesis in 1955. To highlight that, he published his first 3 papers as an undergraduate student: L'unicit´edu probl`emede Dirichlet pur des ´equationsde type elliptique with his colleague S. Zaidman (1954), Un exemple de fonction continue de Darboux (1954), and Sur un th´eor`emede type Sturm et applications au probl`emede la s´eparation des z´eros des fonctions propres de l'op´erateur ∆ (1955). Immediately after graduation, he was retained at Professor's Stoilow Chair as teaching assistant (1955), assistant (1957), lecturer (1959), associate professor (1969), professor (1973), so that we worked 48 years in the same Analysis Department of the Faculty of Mathematics, University of Bucharest. -
The Perspectives of Scientific Research Seen by Grigore C
THE PERSPECTIVES OF SCIENTIFIC RESEARCH SEEN BY GRIGORE C. MOISIL FORTY YEARS AGO EUFROSINA OTLĂCAN* Motto: “There are people whose contribution to the progress of mankind is so great that their biography is put into the shade, the life is hidden away by the work”. (Gr. C. Moisil at the W. Sierpinski’s death) Abstract. The creation, the personality and the entire activity of the Romanian mathematician Grigore C. Moisil (1906–1973) are illustrative of the idea of universality in science and cultural integration. Moisil obtained his degree in mathematics at the University of Bucharest and became a PhD in 1929, with the thesis “The analytic mechanics of continuous systems.” The three years of courses at the polytechnic school did not finalize with an engineer diploma, they only meant an opening towards the understanding of technical problems. The scientific area of Moisil’s work covered, among other domains, the functional analysis applied to the mechanics of continuous media, to differential geometry or to the study of second order equations with partial derivatives. One of the most original parts of Moisil’s creation is his work in mathematical logic. Within this frame Moisil developed his algebraic theory of switching circuits. By his theory of “shaded reasoning”, G. C. Moisil is considered, besides L. Zadeh, one of the creators of the fuzzy mathematics. Apart from his scientific and teaching activities, Moisil was a highly concerned journalist, present in many newspapers and on television broadcasts. Keywords: Grigore C. Moisil, mathematical creation, mathematical analysis, mathematical logic, differential geometry, physics, mechanics. 1. BIOGRAPHICAL DATA The History of the mathematics in Romania (Andonie, 1966) in its pages dedicated to Gr. -
Discipolii Acad. Grigore C. Moisil Și Pionieri Ai Informaticii Românești
Discipolii acad. Grigore C. Moisil și pionieri ai informaticii românești Marin Vlada - Universitatea din Bucureşti, e-mail: vlada[at]fmi.unibuc.ro Abstract Articolul descrie un studiu succint prin analiza, enumerarea și evidențierea unor inițiative, acțiuni, rezultate știintifice, preocupări privind apariția și evoluția domeniului Informaticii la Universitatea din București. Opiniile și concluziii acestui studiu sunt ale autorului, și nu înseamnă că toate pot fi în unanimitate obiective. Inițial, în demersul nostru pentru a înțelege evoluția informaticii la Universitatea din București, am luat în considerare activitatea noastră din domeniul informaticii, dar am ajuns la concluzia că nu vom înțelege apariția și evoluția informaticii dacă nu vom analiza acțiunile și întâmplările așa cum s-au întâmplat în realitate: evenimente, decizii la nivel guvernamental, măsuri de schimbare, fapte și initiative ale unor oameni de știință, mărturii și explicații ale unor fapte petrecute în diverse etape, întâmplări și diverse contexte, etc. 1. Calculatorul, Matematica și Informatica – noi modalități de explorare a cunoașterii Motto "Calculatorul este o unealtă, ca stiloul, ca maşina de scris, ca telefonul, ca automobilul. Îl întrebuinţezi de câte ori ai nevoie. Calculatoarele din universitate sunt cele mai rentabile economic: dau oameni pricepuţi. Cât costă un calculator? Foarte mult, dacă nu ştii să umbli cu el. Mai mult decât un Rolls-Royce. Dar dacă ştii lucra cu el, îşi scoate preţul în doi ani. Care este investiţia de capital care se amortizează în doi ani?" Grigore C. Moisil în „Vom vedea – Ştiinţă şi umanism”, Contemporanul (aprilie 1973) Evoluția și dezvoltarea societății omenești nu se poate realiza, decât prin Cunoaștere și Învățare. Promotorul acestui proces de evoluție sunt considerate științele ce sunt forme de reprezentare virtuală a cunoașterii. -
Communicating Science and Technology in Romanian Schools – the “Hands-On Science” Project
9th International Conference on Public Communication of Science and Technology (PCST), Seoul, South Korea, 17-19 May 2006 COMMUNICATING SCIENCE AND TECHNOLOGY IN ROMANIAN SCHOOLS – THE “HANDS-ON SCIENCE” PROJECT Dan Sporea, Radu Sporea National Institute for Lasers, Plasma and Radiation Physics, Romania Abstract We are coordinating at national level the European Union funded Comenius project “Hands-on Science”, a project aiming both to improve science teaching in schools, and to rise young people’s interest in science and technology subjects. The paper reveals the various methods we have used to achieve these targets, both from the organizational point of view and means of expression. In several cities of Romania science clubs were organized in schools, where teachers and students from neighborhood schools present every two months reports on various scientific subjects, new set-ups and virtual experiments they developed. Every six months the “Hands-on Science” network is coordinating a science fair at national level, where small research projects run by students are presented as an exhibition like contest. Apart from the classical educational practice (real and virtual experiments, scientific presentation, etc.) we used more unconventional means to introduce science and technology to schools students such as: theater, poetry, live music, visual arts, all on science related subjects. Keywords: Comenius project, hands-on science, high school, science communication 1. Introduction One of the many challenges our society is facing in the modern world is the growing discrepancy existing between the rising demand of highly qualified manpower (in the field of science and technology development) and the low number of young, talented people graduating technical schools. -
Lecture Notes in Mathematics
Lecture Notes in Mathematics Edited by A. Oold and B. Eckmann 1013 :1iI>, _ Complex Analysis - Fifth Romanian-Finnish Seminar Part 1 Proceedings of the Seminar held in Bucharest, June 28 - July 3, 1981 Edited by C. Andreian Cazacu, N. Boboc, M. Jurchescu and I. Suciu ';1_. _ Spri nger-Verlag Berlin Heidelberg New York Tokyo 1983 Editors Cabiria Andreian Cazacu Nicu Boboc Martin Jurchescu Institute of Mathematics Str. Academiei 14, 70109-Bucharest, Romania Ion Suciu Dept. of Mathematics, INCREST Bdul Pacii 220, 79622 Bucharest, Romania AMS Subject Classifications (1980): 30-06 (30G60, 30C70, 30C55, 30D45, 30E10, 30F40, 30 Fxx); 31-06; 32-06; (58-06); 35-06,47-06 ISBN 3-540-12682-1 Springer-Verlag Berlin Heidelberg New York Tokyo ISBN 0-387-12682-1 Springer-Verlag New York Heidelberg Berlin Tokyo Library of Congress Cataloging in Publication Data. Romanian-Finnish Seminar on Complex Analysis (5th: 1981: Bucharest! Romania) Vth Romanian-Finnish Seminar on Complex Analysis. (Lecture notes in mathematics; 1013-1014) 1. Functions of complex variables-Congresses. 2. Functions of several complex variables- Congresses. 3. Mappings (Mathematics)-Congresses. 4. Functional analysis-Congresses. 5. Po tential, Theory of-Congresses. I. Andreian Cazacu, Cabiria, II. Title. III. Series: Lecture notes in mathematics (Springer-Verlag); 1013-1014. QA3.L28 no. 1013-1014 [QA331l 510s [515.9] 83-20179 ISBN 0-387-12682-1 (v.1: U.S.) ISBN 0-387-12683-X (v,2: U.S.) This work is subject to copyright. All rights are reserved, whether the whole or part of the material is concerned, specifically those of translation, reprinting, re-use of illustrations, broadcasting, reproduction by photocopying machine or similar means, and storage in data banks. -
On the 3D-Flow of the Heavy and Viscous Liquid in A
ROMAI J., 6, 2(2010), 69–81 ON THE 3D-FLOW OF THE HEAVY AND VISCOUS LIQUID IN A SUCTION PUMP CHAMBER Mircea Dimitrie Cazacu1, Cabiria Andreian Cazacu2 1Polytechnic University of Bucharest, Romania 2"Simion Stoilow" Institute of Mathematics of the Romanian Academy, Bucharest, Romania [email protected], [email protected] Abstract We present the essence of the theoretical and experimental researches, developed in the field of the three-dimensional flow with free surface of a heavy and viscous liquid in the suction chamber of a pump, with or without air carrying away or appearance of the dangerous cavitational phenomenon, problem of a special importance for a faultless working of a pump plant, especially of these relevant to the nuclear electric power plants, which constituted the object of our former preoccupations. From the mathematical point of view we present the solving particularities of the two-dimensional boundary problems, specific to the three-dimensional domain limits of the pump suction chamber flow, as well as the possibility to obtain a stable numerical solution. From the practical point of view, we show the possibilities of laboratory modelling of this complex phenomenon, by simultaneously use of many similitude criterions, as well as the manner to determine the characteristic curves, specific to each designed pump suction chamber. Because the drawings of the pump station of Romanian nuclear power station Cer- navoda on Danube are classified, we shall present the theoretical and experimental re- searches performed on the model existent in the Laboratory of New Technologies of Energy Conversion and Magneto-Hydrodynamics, founded after the world energetic cri- sis from 1973 [1] in the POLITEHNICA University of Bucharest, Power Engineering Faculty, Hydraulics, Hydraulic Machines and Environment Engineering Department.