Measurement and Control of Statistics Learning Processes Based
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Doctor Honoris Causa
ROMÂNIA MINISTERUL EDUCAŢIEI ȘI CERCETĂRII ȘTIINȚIFICE UNIVERSITATEA AGORA DIN MUNICIPIUL ORADEA Doctor Honoris Causa DOMNULUI ACADEMICIAN SOLOMON MARCUS Doctor în matematică (1956) și Doctor docent (1968) Profesor emerit al Universității din București (1991) Membru corespondent al Academiei Române (1993) Membru titular al Academiei Române (2001) ORADEA 14 MAI 2015 15 ANI DE ÎNVĂȚĂMÂNT SUPERIOR ROMÂNESC PRIVAT LA ORADEA 2000-2015 2000-2015 RECTOR DECAN FONDATOR FONDATOR Mișu-Jan Manolescu Adriana Manolescu UNIVERSITATEA AGORA DIN ORADEA Facultatea de Științe Economice (FSE) Facultatea de Științe Juridice și Administratie (FSJA) Prof.univ.dr. Prof.univ.dr. Mișu-Jan Manolescu Adriana Manolescu Președinte CA-UAO Președinte Senat Prof.univ.dr. Conf.univ.dr. Prof.univ.dr. Ioan Dzițac Gabriela Bologa Elena Iancu Rector UAO Decan FSE Decan FSJA CONDUCEREA UNIVERSITĂȚII AGORA DIN ORADEA VĂ INVITĂ LA EVENIMENTELE ORGANIZATE CU OCAZIA ANIVERSĂRII A 15 ANI DE LA FONDAREA INSTITUȚIEI Expoziție de cărți și reviste & Standuri și demonstrații practice Simpozionul național ”Brainstorming în Agora Cercurilor Studențești” - BACStud2015 Ceremonie de acordare a titlului Doctor Honoris Causa domnului Acad. Solomon Marcus Festivitate de premiere a colaboratorilor & Momente muzicale cu Agora Artistic Group 14-16 MAI 2015 Universitatea Agora din Oradea, Piata Tineretului nr. 8, 410526 Oradea, jud. Bihor, Tel: +40 259 427 398, +40 259 472 513, Fax:+40 259 434 925, [email protected], [email protected], www.univagora.ro 2 DOCTOR HONORIS CAUSA AL UNIVERSITĂŢII -
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”. -
CURRICULUM VITAE Florin Ambro
CURRICULUM VITAE Florin Ambro Institute of Mathematics“Simion Stoilow” Tel: (+40) 21-319-6506 P.O.BOX 1-764 Fax: (+40) 21-319-6505 RO-014700 Bucharest, Romania [email protected] Personal Born: April 2, 1972, Constanta, Romania Citizenship: Romanian Education 1995-1999 Johns Hopkins University, Baltimore USA Ph.D. May 1999; Advisor: Vyacheslav V. Shokurov M.A. May 1996 1990-1995 University of Bucharest, Romania B.A. summa cum laude July 1995 Employment 12/18- Scientific Researcher I Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 05/09-11/18 Scientific Researcher II Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 05/08-04/09 Scientific Researcher III Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 07/07-04/08 Scientific Researcher Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 11/03-03/07 Twenty-First Century COE Kyoto Mathematics Fellow RIMS, University of Kyoto, Japan 02/02-10/03 Marie Curie Research Fellow University of Cambridge, UK 04/00-01/02 JSPS Research Fellow University of Tokyo, Japan 09/99-03/00 Visiting Assistant Professor University of California at Santa Barbara, USA 01/99-04/99 Substitute Teacher Bryn Mawr High School, Baltimore, USA 1 2 Awards, grants 2016 Simion Stoilow Prize of the Romanian Academy 2011-2014 CNCSIS Research Grant no. PN-II-RU-TE-2011-3-0097 2007-2008 Partially supported by Grant CEx05-D11/04.10.05 2005-2007 JSPS Research Grant no. 17740011 2002-2003 Marie Curie Research Fellowship 2000-2002 JSPS Research Fellowship 1998-1999 Partially supported by NSF Grant DMS-9800807 1995-1999 Graduate Student Fellowship of Johns Hopkins University 1990-1995 Undergraduate Scholarship of University of Bucharest 1989 1st prize, “Spiru Haret”Mathematical Contest, Buzau˘ 1989 2nd prize, “Gheorghe T¸it¸eica” Mathematical Contest, Ramnicuˆ Valceaˆ 1988 2nd prize, “Gheorghe T¸it¸eica” Mathematical Contest, Craiova 1985 2nd prize, “Gheorghe T¸it¸eica” Mathematical Contest, Craiova 1985 2nd prize, National Mathematical Olympiad, Tulcea Research Interests Algebraic Geometry. -
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]. -
Toward a Scientific and Personal Biography of Tullio Levi-Civita (1873-1941) Pietro Nastasi, Rossana Tazzioli
Toward a scientific and personal biography of Tullio Levi-Civita (1873-1941) Pietro Nastasi, Rossana Tazzioli To cite this version: Pietro Nastasi, Rossana Tazzioli. Toward a scientific and personal biography of Tullio Levi-Civita (1873-1941). Historia Mathematica, Elsevier, 2005, 32 (2), pp.203-236. 10.1016/j.hm.2004.03.003. hal-01459031 HAL Id: hal-01459031 https://hal.archives-ouvertes.fr/hal-01459031 Submitted on 7 Feb 2017 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Towards a Scientific and Personal Biography of Tullio Levi-Civita (1873-1941) Pietro Nastasi, Dipartimento di Matematica e Applicazioni, Università di Palermo Rossana Tazzioli, Dipartimento di Matematica e Informatica, Università di Catania Abstract Tullio Levi-Civita was one of the most important Italian mathematicians in the early part of the 20th century, contributing significantly to a number of research fields in mathematics and physics. In addition, he was involved in the social and political life of his time and suffered severe political and racial persecution during the period of Fascism. He tried repeatedly and in several cases successfully to help colleagues and students who were victims of anti-Semitism in Italy and Germany. -
Octav Onicescu
Octav Onicescu Octav Onicescu este unul dintre cei mai străluciţi matematicieni din toate timpurile, cu o contribuţie importantă în mai toate ramurile matematicii, atât teoretice cât şi aplicate. Pentru şcoala românească de matematică a fost un deschizător de drumuri în multe direcţii, având numeroase contribuţii în teoria probabilităţilor, statistică matematică, mecanică, geometrie diferenţială, analiză matematică şi algebră. Născut la 20 august 1892 în Botoşani, a urmat şcoala primară şi liceul (renumitul "August Treboniu Laurian") în oraşul natal. În timpul liceului, care după spusele distinsului profesor avea să-i fie o a doua familie, s-a remarcat prin interesul deosebit şi aptitudinile pentru matematică şi filosofie. Interesul pentru matematici a fost susţinut şi de colaborarea pentru o perioadă cu Gazeta Matematică. A fost unul dintre cei mai buni elevi ai timpului său şi, după cum relatează cu umor în Memorii ([2]), nu doar cota pentru matematică îi era ridicată în acea vreme, ci poate şi cea pentru poezie, dar după Eminescu nu mai îndrăznea nimeni să o evalueze. Dragostea pentru matematică îl determină în 1911 să se înscrie la Facultatea de Ştiinţe a Universităţii din Bucureşti, secţia Matematică, urmând în paralel şi cursurile Facultăţii de Litere-Filosofie. În facultate câstigă foarte repede admiraţia multor profesori, în special a marelui profesor de matematică Gheorghe Ţiţeica, cu care va avea o colaborare îndelungată. După numai doi ani de studii universitare, în 1913 îşi ia licenţele în Matematici şi în Filosofie, cu un an mai devreme decât colegii săi de generaţie. Prospătul absolvent îşi începe activitatea didactică la liceul militar Mânăstirea Dealu de lângă Targovişte, devenind profesor la una dintre cele mai mândre şcoli ale învăţământului mediu din România, aşa cum îşi caracteriza marele savant primul său loc de muncă. -
Rmm-Traian Lalescu a Tribute
www.ssmrmh.ro A TRIBUTE TO TRAIAN LALESCU AN OUTSTANDING ROMANIAN GREAT SCIENTIST By D.M.Bătinețu-Giurgiu,Neculai Stanciu-Romania (Born on July 12, 1882 – Died on June 15, 1929) Traian Lalescu’s Problem – Published in Romanian Mathematical Gazette, Vol. VI, 1900-1901, as problem 579, p. 148. Problem 579. Compute the limit: ( + )! − √! → Solution: !≅ ⇒ √!≅ + ( + )! − √ = − = → → RMM-TRAIAN LALESCU www.ssmrmh.ro Traian Lalescu started in this world from Bucharest on July 12, 1882 and there he would find his premature end on June 15, 1929. His father, a modest bank clerk, had the same first name, Traian and was originally from Cornea commune, Caraş-Severin county. In 1876 he wrote a paper on the economic problems of agriculture and another, "The agenda of popular banks and the Lalescu coefficient method", which can be found at the Library of the Romanian Academy. His mother was from the Transylvanian side. The scientist presented himself as a native of the village near Caransebeș. He begins his primary education in his native Bucharest. The first two middle school classes in Craiova. He took the next two middle school classes in Moldova, at Roman, then studied high school at the Boarding School in Iaşi. His name is inscribed on the high school honor roll. Traian Lalescu has always had the imprint of the environment so varied in which he was formed due to the childhood pilgrimages he made with his family: he was as solid as Banat, talkative as Olten, serious as Transylvanian, beautiful lover as Moldovan and with the sprinting spirit like the one from Bucharest. -
Octav ONICESCU B. 20 August 1892 - D
Octav ONICESCU b. 20 August 1892 - d. 19 August 1983 Summary. Onicescu is principally known as co-founder,together with Ghe- orghe Mihoc (1906-1981), of the Romanian school of probability as well as for his contributions to mechanics. Octav Onicescu was born in 1892 in Boto¸sani, a town of North Moldavia, into the family of a small landowner. After his baccalaureat in 1911 he became a student of the University of Bucharest. He took a degree in math- ematics in 1913, becoming then a teacher of mathematics at the reputed military gymnasium of Dealu Monastery, near Tˆagovi¸ste. After having been called for military duty in the period 1916-1918, he left for Rome in 1919, where in the feverish atmosphere generated by the Einstein theory of general relativity, he started a scientific activity which was to last for more than six decades. Guided by Tullio Levi-Civita (1873-1941) at the University of Rome, Onicescu has already defended his doctoral thesis Sopra gli spazi ein- steinieni a gruppi di transformazioni by June 1920. In the autumn of 1920 Onicescu left for Paris, where he attended the lectures given at the Sorbonne by Emile´ Picard and Elie´ Cartan, and delivered papers on absolute differ- ential calculus at the seminar led by Jacques Hadamard (1865-1963) at the Coll`ege de France. Onicescu’s interest in probability theory and mechanics originated in his Italo-French period of studies. He got interested in probability by attending a seminar led by Francesco Paolo Cantelli (1875-1966) and his interest in mechanics stemmed from Cartan’s lectures on integral invariants. -
Mathematics Education in Romanian at Babes-Bolyai University Cluj
Stud. Univ. Babe¸s-Bolyai Math. 59(2014), No. 4, 399–418 Mathematics education in Romanian at Babe¸s-Bolyai University Cluj-Napoca Dorel I. Duca and Adrian Petru¸sel Abstract. In this paper, we will present the most important moments of the evolution and development of the mathematical education and research activities in Romanian at Babe¸s-Bolyai University Cluj-Napoca. The main figures of the mathematical university staff are also presented. Mathematics Subject Classification (2010): 01A72, 01A73, 01A70. Keywords: University of Cluj, Babe¸s-Bolyai University, Faculty of Sciences, Faculty of Mathematics. 1. A short walk through the history of the university education in Cluj On May 12, 1581 the prince S¸tefan Bathory decided to set up at Cluj a college with three faculties: Theology, Philosophy and Law. This is the first official attestation of a higher education institution in our city. After some climbings and descents and a contradictory evolution of the higher education in Cluj, on October 12, 1872 the emperor Ferenc J´ozsef approves a decision of the Hungarian Parliament for setting up the University of Cluj. This Hungarian university have had four faculties: Law and State Sciences, Medicine, Philosophy, Letters and History and, the last one, Mathematics and Natural Sciences. During this period some pre-eminent mathematicians (such as Gyula Farkas, Lip´otFej´er,Frigyes Riesz or Alfr´ed Haar) have had essential contributions to the development of the Cluj mathematical school. The great wish of the Romanian nation to have their own university with com- plete studies in Romanian was finally accomplish after the union of the province of Transylvania with the Romanian principality in 1918. -
Gheorghe Bucur on His 70Th Birthday
GHEORGHE BUCUR ON HIS 70TH BIRTHDAY Professor Gheorghe Bucur was born on January 26th 1939 in Br˘ane¸sti, Dˆambovit¸a. He attended high school in Pucioasa, graduating in 1956; from the very beginning, his teachers and schoolmates recognized and praised him for his exceptional gift for mathematics, along with other future Romanian talented mathematicians as Constantin N˘ast˘asescu, Constantin Nit¸˘a,Vasile Oproiu, Drago¸sS¸tefan, a.s.o. During the high school years (1953-1956) he won numerous prizes at the Olympiads in mathematics, and he was a problem solver at Gazeta de Matematic˘a¸siFizic˘a. Between 1956-1961 he attended the Faculty of Mathematics of the C.I. Parhon University in Bucharest, where he had a pleiad of outstanding professors like Miron Nicolescu, Constantin Ionescu Tulcea, Simion Stoilow, Dan Barbilian, Alexandru Ghika, Romulus Cristescu, etc. His innate talent for mathematics brought about his nomination as a university assistant by Miron Nicolescu at the Department of Analysis of the Faculty of Mathematics. Since 1968 he acted as a senior scientific researcher at the Institute of Mathematics of the Romanian Academy. In the period 1995-2009 he worked as a professor at the Department of Analysis of the Faculty of Mathematics of the Univer- sity of Bucharest, being also a head of this department between 2000-2009. At present, he is a consulting professor at the University of Bucharest. He also worked as a professor, firstly at the Facult´edes Sciences of Tunis (1991-1993) and then at the Facult´edes Sciences of Monastir, Tunis (1994-1995).