Matematika 17. a 18. storočia
|
|
|
- Angelica Spencer
- 5 years ago
- Views:
Transcription
1 Matematika 17. a 18. storočia
2 René Descartes Narodený : 31 Marec 1596 v La Haye (teraz Descartes),Touraine, France Zomrel : 11 Feb 1650 v Stockholm, Sweden
3 Riešenie kvadratických rovníc podľa Descarta
4 Prínosy menej známe práce v oblasti optiky La Dioptrique a v oblasti meterológie Les Météores najznámejšia kniha La Géométrie, v ktorej prvý krok v teórií invariantov zaviedol sústavu súradníc pomocou geometrie rieši typické problémy algebry najznámejšia práca Principia Philosophiae položil základ celého vesmíru na základoch matematiky a mechaniky
5 Pierre de Fermat Narodený : 17 Aug 1601 v Beaumont-de-Lomagne, France Zomrel : 12 Jan 1665 v Castres, France
6 Prínosy oblasť teórie čísel Veľká Fermatová veta, Malá Fermatová veta n n x + y = z n položil základ pravdepodobnosti spolu s Blaisom Pascalom spriatelenéčísla všetky prvočísla sú v tvare 4n 1, 4n + 1
7 Sir Isaac Newton Narodený : 4 Jan 1643 v Woolsthorpe, Lincolnshire, England Zomrel : 31 Marec 1727 v London, England
8 Prínosy položil základy diferenciálneho a integrálneho počtu De Methodis Serierum et Fluxionum metóda fluxií pomoc nich vyriešil úlohy nájdenia plochy, dotyčníc, dĺžky kriviek a maximum a minimum funkcií, 1671 v knihe Opticks dokázal, rozklad svetla, ohyb svetla, Newtonov kruh v roku 1666 položil základy pre svoje 3 pohybové zákony v roku 1687 vyšla najznámejšia vedecká práca všetkychčias Principia alebo Philosophiae naturalis principia mathematica, kde sformuloval 3 pohybové zákony (gravitačný zákon, zákon akcie a reakcie, zákon odstredivej sily) zovšeobecnil binomickú vetu
9
10 Gottfried Wilhelm von Leibniz Narodený : 1 Jul 1646 v Leipzig (teraz Germany) Zomrel : 14 Nov 1716 v Hannover (teraz Germany)
11 Prínosy položil základy diferenciálneho a integrálneho počtu nezávislo od Newtona 21 novembra 1675 prvýkrát použil použil nekonečne malú veličinu rozvinul binárny systém v aritmetike paradox x = 1 x + x x + K, f ( x ) dx pre x = 1
12 Blaise Pascal Narodený : 19 Jun 1623 v Clermont (teraz Clermont- Ferrand) France Zomrel : 19 Aug 1662 v Paris, France
13 Prínosy už ako 12 ročný prišiel na to, že súčet vnútorných uhlov v trojuholníku sú 2 pravé uhly v roku 1647 dokázal, že existuje vakuum v roku 1653 v knihe Treatise on the Equilibrium of Liquids, v ktorej objavil Pascalov zákon tlaku v práci Treatise on the Arithmetical Triangel pojednáva o binomických koeficientoch Pascalov trojuholník položil základy pravdepodobnosti
14 Pascalov počítač
15 Abraham de Moivre Narodený : 26 Maj 1667 v Vitry (blízko Paris), France Zomrel : 27 Nov 1754 v London, England
16 Prínosy rozvinul analytickú geometriu a teóriu pravdepodobnosti (nezávislosť javov) v diele Miscellanea Analytica (1730) objavil Stirlingovú formulu najznámejšia je jeho Moivrová veta ( cos x + i sin x) n
17 Leonhard Euler Narodený : 15 April 1707 v Basel, Switzerland Died: 18 Sept 1783 v St Petersburg, Russia
18 Königsberg mosty
19 Prínosy položil základy modernej analytickej geometrií a trigonometrie formálne prispel k rozvoju oblasti geometrie, matematickej analýzy a teórie čísel zaslúžil sa o vznik Teórie grafov
20 Year Summary of computational proofs of Fermat's Last Theorem Achiever Fermat Euler Dirichlet and Legendre Lamé Kummer Kummer Vandiver Wagstaff Buhler Power up to 36 up to 100 up to 617 up to 125,000 up to 4,000,000
21 Joseph-Louis Lagrange Narodený : 25 Jan 1736 v Turin, Sardinia-Piedmont (teraz Italy) Zomrel : 10 April 1813 v Paris, France
22 Prínosy rozvinul oblasti matematickej analýzy, teórie čísel a mechaniky aplikoval znalosti z algebry v optike Lagrangeov interpolačný polynóm Réflexions sur la résolution algébrique des équations diferenciálny počet reálnej premennej, diferenciálne rovnice - Mélanges de Turin astronómia stabilita slnečnej sústavy mechanika, dynamika, mechanika kvapalín Mécanique analytique
23 Brook Taylor Narodený : 18 Aug 1685 v Edmonton, England Zomrel : 29 Dec 1731 v Somerset House, London, England
24 Jean Le Rond d'alembert Narodený : 17 Nov 1717 v Paris, France Zomrel : 29 Okt 1783 v Paris, France
25 Riešenie lineárnych rovníc
26 Prínosy definoval derivácie pomocou limít - Différentiel bol priekopníkom v riešení parciálnych diferenciálnych rovníc a ich aplikácií vo fyzike Reflexions sur la cause générale des vents kritéria konvergencie radov Opuscules mathématique
27 Guillaume François Antoine Marquis de L'Hôpital Narodený : 1661 v Paris, France Zomrel : 2 Feb 1704 v Paris, France
GAMINGRE 8/1/ of 7
FYE 09/30/92 JULY 92 0.00 254,550.00 0.00 0 0 0 0 0 0 0 0 0 254,550.00 0.00 0.00 0.00 0.00 254,550.00 AUG 10,616,710.31 5,299.95 845,656.83 84,565.68 61,084.86 23,480.82 339,734.73 135,893.89 67,946.95
Historical notes on calculus
Historical notes on calculus Dr. Vladimir Dotsenko Dr. Vladimir Dotsenko Historical notes on calculus 1 / 9 Descartes: Describing geometric figures by algebraic formulas 1637: René Descartes publishes
Boyce/DiPrima/Meade 11 th ed, Ch 1.1: Basic Mathematical Models; Direction Fields
Boyce/DiPrima/Meade 11 th ed, Ch 1.1: Basic Mathematical Models; Direction Fields Elementary Differential Equations and Boundary Value Problems, 11 th edition, by William E. Boyce, Richard C. DiPrima,
Beyond Newton and Leibniz: The Making of Modern Calculus. Anthony V. Piccolino, Ed. D. Palm Beach State College Palm Beach Gardens, Florida
Beyond Newton and Leibniz: The Making of Modern Calculus Anthony V. Piccolino, Ed. D. Palm Beach State College Palm Beach Gardens, Florida Calculus Before Newton & Leibniz Four Major Scientific Problems
O1 History of Mathematics Lecture VI Successes of and difficulties with the calculus: the 18th-century beginnings of rigour
O1 History of Mathematics Lecture VI Successes of and difficulties with the calculus: the 18th-century beginnings of rigour Monday 22nd October 2018 (Week 3) Summary Publication and acceptance of the calculus
Newton s Work on Infinite Series. Kelly Regan, Nayana Thimmiah, & Arnold Joseph Math 475: History of Mathematics
Newton s Work on Infinite Series Kelly Regan, Nayana Thimmiah, & Arnold Joseph Math 475: History of Mathematics What is an infinite series? The sum of terms that follow some rule. The series is the sum
Chapter 19 Classwork Famous Scientist Biography Isaac...
Chapter 19 Classwork Famous Scientist Biography Isaac... Score: 1. is perhaps the greatest physicist who has ever lived. 1@1 2. He and are almost equally matched contenders for this title. 1@1 3. Each
PHYS 502 Lecture 3: Fourier Series
PHYS 52 Lecture 3: Fourier Series Fourier Series Introduction In mathematics, a Fourier series decomposes periodic functions or periodic signals into the sum of a (possibly infinite) set of simple oscillating
mass vs. weight. 392 dependent variable, 2 derivative(s) of a power series. 459 Descartes, René, 201 Devil s curve, 126 Difference Law of limits, 36 D
# #, # definition of a limit, 31,64 A absolute maximum and minimum, 199 absolute maximum and minimum values, 199 absolute value function, 5 absolutely convergent series, 446 acceleration, 282 Airy function,
O1 History of Mathematics Lecture VIII Establishing rigorous thinking in analysis. Monday 31st October 2016 (Week 4)
O1 History of Mathematics Lecture VIII Establishing rigorous thinking in analysis Monday 31st October 2016 (Week 4) Summary French institutions Fourier series Early-19th-century rigour Limits, continuity,
Mathematical Misnomers: Hey, who really discovered that theorem!
Mathematical Misnomers: Hey, who really discovered that theorem! Mike Raugh mikeraugh.org LACC Math Contest 24th March 2007 Who was buried in Grant s tomb? Ulysss S. Grant, of course! These are true too:
O1 History of Mathematics Lecture VIII Establishing rigorous thinking in analysis. Monday 30th October 2017 (Week 4)
O1 History of Mathematics Lecture VIII Establishing rigorous thinking in analysis Monday 30th October 2017 (Week 4) Summary French institutions Fourier series Early-19th-century rigour Limits, continuity,
Johann Bernoulli ( )he established the principle of the so-called virtual work for static systems.
HISTORICAL SURVEY Wilhelm von Leibniz (1646-1716): Leibniz s approach to mechanics was based on the use of mathematical operations with the scalar quantities of energy, as opposed to the vector quantities
Advanced Classical Mechanics I. PH610/PH710. Interpretation of Newton's Laws of Motion (not discussed in the Textbook) Instructor: Ryoichi Kawai
Advanced Classical Mechanics I. PH610/PH710 Interpretation of Newton's Laws of Motion (not discussed in the Textbook) Instructor: Ryoichi Kawai Department of Physics University of Alabama at Birmingham
Jayalath Ekanayake Jonas Tappolet Harald Gall Abraham Bernstein. Time variance and defect prediction in software projects: additional figures
Jayalath Ekanayake Jonas Tappolet Harald Gall Abraham Bernstein TECHNICAL REPORT No. IFI-2.4 Time variance and defect prediction in software projects: additional figures 2 University of Zurich Department
Chapter 1 INTRODUCTION TO CALCULUS
Chapter 1 INTRODUCTION TO CALCULUS In the English language, the rules of grammar are used to speak and write effectively. Asking for a cookie at the age of ten was much easier than when you were first
The History and Philosophy of Astronomy
Astronomy 350L (Spring 2005) The History and Philosophy of Astronomy (Lecture 13: Newton I) Instructor: Volker Bromm TA: Amanda Bauer The University of Texas at Austin Isaac Newton: Founding Father of
WARM UP!! 12 in 2 /sec
WARM UP!! One leg of a right triangle is twice the length of the other. If the hypotenuse is growing at a rate of 3 in/sec, how fast is the area of the triangle growing when the hypotenuse is 10 in? 12
Contents. Introduction 12
Contents Introduction 12 Chapter 1: Measuring Continuous Change 21 Bridging the Gap Between Arithmetic and Geometry 22 Discovery of the Calculus and the Search for Foundations 24 Numbers and Functions
Congratulations from LSTM - Erlangen
1 Congratulations from LSTM - Erlangen Die Ära Zenger geht zu Ende Ein kurzer Rückblick aus der Sicht der Strömungsmechanik by Prof. Dr. Dr. h.c. F. Durst Institute of Fluid Mechanics University of Erlangen-Nürnberg
INTRO TO LIMITS & CALCULUS MR. VELAZQUEZ AP CALCULUS
INTRO TO LIMITS & CALCULUS MR. VELAZQUEZ AP CALCULUS WHAT IS CALCULUS? Simply put, Calculus is the mathematics of change. Since all things change often and in many ways, we can expect to understand a wide
THE HISTORY OF MATHEMATICS BRIEF VERSION VICTOR J* KATZ. University of the District of Columbia. SUB Gottingen A 3130
THE HISTORY OF MATHEMATICS BRIEF VERSION VICTOR J* KATZ University of the District of Columbia SUB Gottingen 7 219017 131 2006 A 3130 PEARSON Addison Wesley Boston San Francisco New York London Toronto
PHYS3002 Classical Mechanics
PHYS3002 Classical Mechanics Based on my PHYS3001 1st Semester course 2002 and Matthew Hole s 2nd Semester course 2005. Builds on Craig Savage s PHYS3001 1st Semester Least Action segment. robert.dewar@anu.edu.au
Annual Average NYMEX Strip Comparison 7/03/2017
Annual Average NYMEX Strip Comparison 7/03/2017 To Year to Year Oil Price Deck ($/bbl) change Year change 7/3/2017 6/1/2017 5/1/2017 4/3/2017 3/1/2017 2/1/2017-2.7% 2017 Average -10.4% 47.52 48.84 49.58
= U / x. That is, U d = m x x dt FRIDAY'S QUIZ QUESTION AN EXAMPLE IN THE CALCULUS OF VARIATIONS
FRIDAY'S QUIZ QUESTION AN EXAMPLE IN THE CALCULUS OF VARIATIONS GIVEN S = [ ½ m x 2 U(x) ] dt, find the x(t) that makes S[x(t)] stationary. SOLUTION It's an Euler problem, so the solution is given by Euler's
MATH DAY 2018 TEAM COMPETITION
An excursion through mathematics and its history (the middle ages and beyond)(and some trivia) MATH DAY 2018 TEAM COMPETITION Made possible by A quick review of the rules History (or trivia) questions
The History of Motion. Ms. Thibodeau
The History of Motion Ms. Thibodeau Aristotle Aristotle aka the Philosopher was a Greek philosopher more than 2500 years ago. He wrote on many subjects including physics, poetry, music, theater, logic,
Complex Analysis: A Round-Up
Complex Analysis: A Round-Up October 1, 2009 Sergey Lototsky, USC, Dept. of Math. *** 1 Prelude: Arnold s Principle Valdimir Igorevich Arnold (b. 1937): Russian The Arnold Principle. If a notion bears
Book Review. Reviewed by: Gustavo Rodrigues Rocha 1
Transversal: International Journal for the Historiography of Science, 2 (2017) 242-246 ISSN 2526-2270 www.historiographyofscience.org The Author 2017 This is an open access article Book Review A Contribution
Lagrange Multiplier Method. Uwe A. Schneider
Lagrange Multiplier Method Uwe A. Schneider Joseph Louis Lagrange 25 January 1736 10 April 1813 mathematician and astronomer born in Turin, Piedmont, Italy, lived in Prussia and France contributions to
AD HOC DRAFTING GROUP ON TRANSNATIONAL ORGANISED CRIME (PC-GR-COT) STATUS OF RATIFICATIONS BY COUNCIL OF EUROPE MEMBER STATES
Strasbourg, 29 May 2015 PC-GR-COT (2013) 2 EN_Rev AD HOC DRAFTING GROUP ON TRANSNATIONAL ORGANISED CRIME (PC-GR-COT) STATUS OF RATIFICATIONS BY COUNCIL OF EUROPE MEMBER STATES TO THE UNITED NATIONS CONVENTION
Mathematical Principles Of Natural Philosophy: The Motions Of Bodies V. 1 (English And Latin Edition) By A. Motte, Sir Isaac Newton READ ONLINE
Mathematical Principles Of Natural Philosophy: The Motions Of Bodies V. 1 (English And Latin Edition) By A. Motte, Sir Isaac Newton READ ONLINE If looking for the book by A. Motte, Sir Isaac Newton Mathematical
Application of Series in Heat Transfer - transient heat conduction
Application of Series in Heat Transfer - transient heat conduction By Alain Kassab Mechanical, Materials and Aerospace Engineering UCF EXCEL Applications of Calculus Part I background and review of series
PROGRAM VZDELÁVACEJ ČINNOSTI. Anotácia predmetu
PROGRAM VZDELÁVACEJ ČINNOSTI Číslo predmetu : 3I0107 Názov predmetu : Štatistické a numerické metódy Typ predmetu : Povinný Študijný odbor: EF Zameranie: Ročník : 1. Ing. Semester : zimný Počet hodín týždenne
Solar System Perambulations
Solar System Perambulations Bob Albrecht & George Firedrake This work is licensed using a Creative Commons Attribution-Noncommercial 3.0 license. http://creativecommons.org/licenses/by-nc/3.0/ Version
9.2 Taylor Polynomials
9.2 Taylor Polynomials Taylor Polynomials and Approimations Polynomial functions can be used to approimate other elementary functions such as sin, Eample 1: f at 0 Find the equation of the tangent line
Precalculus Honors 3.4 Newton s Law of Cooling November 8, 2005 Mr. DeSalvo
Precalculus Honors 3.4 Newton s Law of Cooling November 8, 2005 Mr. DeSalvo Isaac Newton (1642-1727) proposed that the temperature of a hot object decreases at a rate proportional to the difference between
Lecture 4/12: Polar Form and Euler s Formula. 25 Jan 2007
Lecture 4/12: Polar Form and Euler s Formula MA154: Algebra for 1st Year IT Niall Madden Niall.Madden@NUIGalway.ie 25 Jan 2007 CS457 Lecture 4/12: Polar Form and Euler s Formula 1/17 Outline 1 Recall...
JOSEPH-LOUIS LAGRANGE
JOSEPH-LOUIS LAGRANGE Both France and Italy claim Joseph-Louis Lagrange (January 25, 1736 April 10, 1813), the greatest analytical mathematician of his time, as their own. In 1788, he published his masterpiece
[8] ŠPÁNIKOVÁ, E.- WISZTOVÁ, E. a kolektív: Zbierka úloh z algebry. Edisvydavateľstvo
![[8] ŠPÁNIKOVÁ, E.- WISZTOVÁ, E. a kolektív: Zbierka úloh z algebry. Edisvydavateľstvo](/thumbs/91/106156679.jpg "[8] ŠPÁNIKOVÁ, E.- WISZTOVÁ, E. a kolektív: Zbierka úloh z algebry. Edisvydavateľstvo")
PUBLIKAČNÁ ČINNOSŤ: Doc. RNDr. Eva Špániková, CSc. Skriptá: [1] J.Feťková, B.Dorociaková, M.Ružičková, E.Špániková, E.Wisztová: Úvod do štúdia vysokoškolskej matematiky. VŠDS Žilina, 1992, 145 strán. [2]
USDA Dairy Import License Circular for 2018 Commodity/
USDA Dairy Import License Circular for 2018 Commodity/ Grand Country Name TRQ Jan Feb Mar Apr May Jun Jul Aug Sep Note Total Non-Cheese 21,864,781 624,064 651,121 432,669 901,074 1,202,567 907,493 1,117,261
Approximating Fixed-Horizon Forecasts Using Fixed-Event Forecasts
Approximating Fixed-Horizon Forecasts Using Fixed-Event Forecasts Malte Knüppel and Andreea L. Vladu Deutsche Bundesbank 9th ECB Workshop on Forecasting Techniques 4 June 216 This work represents the authors
Shape of the Earth, Motion of the Planets and the Method of Least Squares. Probal Chaudhuri
Shape of the Earth, Motion of the Planets and the Method of Least Squares Probal Chaudhuri Indian Statistical Institute, Kolkata IMS Public Lecture March 20, 2014 Shape of the Earth French astronomer Jean
ESURFMAR Report to DBCP
ESURFMAR Report to DBCP by Jean Rolland, Pierre Blouch, Michel Trémant DBCP 23 -Jeju 15-19 October ESURFMAR E-SURFMAR is an optional programme of the ground based EUMETNET Composite Observing System (EUCOS)
Jackson County 2013 Weather Data
Jackson County 2013 Weather Data 61 Years of Weather Data Recorded at the UF/IFAS Marianna North Florida Research and Education Center Doug Mayo Jackson County Extension Director 1952-2008 Rainfall Data
Polynomials. p n (x) = a n x n + a n 1 x n 1 + a 1 x + a 0, where
Polynomials Polynomials Evaluation of polynomials involve only arithmetic operations, which can be done on today s digital computers. We consider polynomials with real coefficients and real variable. p
Curriculum Vitae Mario Maican
Curriculum Vitae Mario Maican Citizenship: Romanian. Education: Ph.D., Mathematics, August 2005, University of Notre Dame, USA B.S., Mathematics, June 2000, University of Bucharest, Romania Diploma in
Calculus Trivia: Historic Calculus Texts
Calculus Trivia: Historic Calculus Texts Archimedes of Syracuse (c. 287 BC - c. 212 BC) - On the Measurement of a Circle : Archimedes shows that the value of pi (π) is greater than 223/71 and less than
Contents Part A Number Theory Highlights in the History of Number Theory: 1700 BC 2008
Contents Part A Number Theory 1 Highlights in the History of Number Theory: 1700 BC 2008... 3 1.1 Early Roots to Fermat... 3 1.2 Fermat... 6 1.2.1 Fermat s Little Theorem... 7 1.2.2 Sums of Two Squares...
Calculus of Variations Summer Term 2014
Calculus of Variations Summer Term 2014 Lecture 2 25. April 2014 c Daria Apushkinskaya 2014 () Calculus of variations lecture 2 25. April 2014 1 / 20 Purpose of Lesson Purpose of Lesson: To discuss the
The term natural philosophy evolved into physical sciences and physics. 17. Euclid s Elements, Book I, Definition 2. 18
If the purpose of life is to contribute in some way to making things better, how might we make mathematics better? 15 Teachers often explain multiplication and division with repeated addition and subtraction.
A Brief History of the Approximation of π
A Brief History of the Approximation of π Communication Presentation Nicole Clizzie Orion Thompson-Vogel April 3, 2017 Outline Archimedes Archimedes uses Euclid s Theorem Francois Viete First Infinite
Static and Dynamic Optimization (42111)
Static and Dynamic Optimization (42111) Niels Kjølstad Poulsen Build. 303b, room 016 Section for Dynamical Systems Dept. of Applied Mathematics and Computer Science The Technical University of Denmark
2. Vektorová metóda kinematickej analýzy VMS
2-5596 Mechanika viaaných mechanických systémov (VMS) pre špecialiáciu Aplikovaná mechanika, 4.roč. imný sem. Prednáša: doc.ing.františek Palčák, PhD., ÚAMM 02010 2. Vektorová metóda kinematickej analýy
Index. c, 400 Ørstead, Christian, 397 matrix:symmetric, 160
Index c, 400 Ørstead, Christian, 397 matrix:symmetric, 160 adjoint operator, 243 Ampère,André-Marie, 397 amplitude, 55 analog signal, 343 analytic function, 288 angular frequency, 55, 332 anticommutative,
Time Series Analysis
Time Series Analysis A time series is a sequence of observations made: 1) over a continuous time interval, 2) of successive measurements across that interval, 3) using equal spacing between consecutive
ONESOURCE Indirect Tax Q4 13 Sales Tax & VAT Rate Report
Tax Data Updates ONESOURCE Indirect Tax Q4 13 Sales Tax & VAT Rate Report 2014 Thomson Reuters. All rights reserved. For more assistance, use our online resources or contact Customer Support by opening
Some Important Mathematicians. Palash Sarkar
Some Important Mathematicians Palash Sarkar Applied Statistics Unit Indian Statistical Institute, Kolkata India palash@isical.ac.in Palash Sarkar (ISI, Kolkata) Some Important Mathematicians 1 / 23 A Galaxy
Climatography of the United States No
Climate Division: AK 5 NWS Call Sign: ANC Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 90 Number of s (3) Jan 22.2 9.3 15.8
CURRICULUM VITAE PhD in Mathematics, Columbia University Thesis: Quantum Algebras and Cyclic Quiver Varieties
CURRICULUM VITAE Education and Employment: 2015 - ongoing Assistant Professor, MIT (tenure-track) 2012-2015 PhD in Mathematics, Columbia University Thesis: Quantum Algebras and Cyclic Quiver Varieties
BRADSHAW'S RAILWAY GUIDE : accessible copies
BRADSHAW'S RAILWAY GUIDE : accessible copies Y = copy held; YS = copy held with supplement; R = reprint held; I = incomplete copy held; F = fragile copy (not available for general public - access limited);
York Public Schools Math, Advanced Algebra. OBJECTIVES (What it looks like in the classroom) The learner will
York Public Schools Math, Advanced STRAND 1.1 NUMERATION /NUMBER SENSE 1.1.1 By the end of will describe and compare the relationships between subsets of real numbers. 1.1. By the end of will express the
The Resilience of Global Travel
The Resilience of Global Travel TripAdvisor Strategic Insights ITB Berlin 7 March 2018 Why TripAdvisor? Our Evolution Who We Are Today Who We Are Today Research & Compare Evaluate & Click to Book About
The Euler-MacLaurin formula applied to the St. Petersburg problem
The Euler-MacLaurin formula applied to the St. Petersburg problem Herbert Müller, Switzerland Published in 2013 on http://herbert-mueller.info/ Abstract In the St. Petersburg problem, a person has to decide
Some history. F p. 1/??
Some history F 12 10 18 p. 1/?? F 12 10 18 p. 1/?? Some history 1600: Galileo Galilei 1564 1642 cf. section 7.0 Johannes Kepler 1571 1630 cf. section 3.7 1700: Isaac Newton 1643 1727 cf. section 1.1 1750
USDA Dairy Import License Circular for 2018
USDA Dairy Import License Circular for 2018 Commodity/Note Country Name TRQ Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Grand Total Non-Cheese 21,864,781 624,064 651,121 432,669 901,074 1,202,567 907,493
O1 History of Mathematics Lecture XV Probability, geometry, and number theory. Monday 28th November 2016 (Week 8)
O1 History of Mathematics Lecture XV Probability, geometry, and number theory Monday 28th November 2016 (Week 8) Summary Early probability theory Probability theory in the 18th century Euclid s Elements
WHEN IS IT EVER GOING TO RAIN? Table of Average Annual Rainfall and Rainfall For Selected Arizona Cities
WHEN IS IT EVER GOING TO RAIN? Table of Average Annual Rainfall and 2001-2002 Rainfall For Selected Arizona Cities Phoenix Tucson Flagstaff Avg. 2001-2002 Avg. 2001-2002 Avg. 2001-2002 October 0.7 0.0
Mr. XYZ. Stock Market Trading and Investment Astrology Report. Report Duration: 12 months. Type: Both Stocks and Option. Date: Apr 12, 2011
Mr. XYZ Stock Market Trading and Investment Astrology Report Report Duration: 12 months Type: Both Stocks and Option Date: Apr 12, 2011 KT Astrologer Website: http://www.softwareandfinance.com/magazine/astrology/kt_astrologer.php
Newton. Inderpreet Singh
Newton Inderpreet Singh May 9, 2015 In the past few eras, there have been many philosophers who introduced many new things and changed our view of thinking.. In the fields of physics, chemistry and mathematics,
R 1 = {(a, 1), (a, 2), (b, 1), (b, 3), (c, 3)} R 2 = {(x, y) x y (mod 5) } R 3 = {(c 1, c 2 ) c 1 is a prerequisite of c 2 }
Announcements CSE 311 Foundations of Computing I Lecture 20 Relations, Directed Graphs Spring 2013 Reading assignments 7 th Edition, Section 9.1 and pp. 594-601 6 th Edition, Section 8.1 and pp. 541-548
Mathematics (0190-) The study of mathematics that underpins all science.
c. 0190 Hsu Yo, Chinese mathematician, wrote, Shu Shu Chi I c. 0200 (Between 200-300) Diophantus, a 3rd century Greek mathematician, wrote the first text on Algebra. c. 0250 Liu Hui, Chinese mathematician,
Technical note on seasonal adjustment for M0
Technical note on seasonal adjustment for M0 July 1, 2013 Contents 1 M0 2 2 Steps in the seasonal adjustment procedure 3 2.1 Pre-adjustment analysis............................... 3 2.2 Seasonal adjustment.................................
René Descartes AB = 1. DE is parallel to AC. Check the result using a scale drawing for the following values FG = 1
MEI Conference 2016 René Descartes Multiplication and division AB = 1 DE is parallel to AC BC and BD are given values (lengths) Show that BE is the product of BC and BD Check the result using a scale drawing
Bayesian Poisson Tensor Factorization for Inferring Multilateral Relations from Sparse Dyadic Event Counts
Bayesian Poisson Tensor Factorization for Inferring Multilateral Relations from Sparse Dyadic Event Counts KDD 2015 Aaron Schein UMass Amherst Joint work with: John Paisley, Dave Blei & Hanna Wallach Columbia
Climatography of the United States No
Temperature ( F) Month (1) Min (2) Month(1) Extremes Lowest (2) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 32.8 21.7 27.3 62 1918 1 35.8 1983-24 1950 29 10.5 1979
Climatography of the United States No
Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 63.9 39.3 51.6 86 1976 16 56.6 1986 20 1976 2 47.5 1973
MATH 205 L01 W 2006 MIDTERM AND SOLUTIONS
MATH 205 L01 W 2006 MIDTERM AND SOLUTIONS 1. For each of the following answer True or. Do not write T or F. [20] (a) Fermat is famous for his proof of the infinitude of primes. (b) The 10 Euro bill has
François Petit. Curriculum vitæ. Personal information. Professional Experiences. Education
Curriculum vitæ François Petit Université du Luxembourg Maison du Nombre 6, avenue de la Fonte L-4364 Esch-sur-Alzette Luxembourg Phone:+33619444725 E-mail: fvmpetit@gmail.com Site: http://www.fpetit.org/
FAKULTA HUMANITNÝCH VIED, ŽILINSKÁ UNIVERZITA V ŽILINE INFORMAČNÝ LIST PREDMETU. Názov: Matematická analýza 1 (povinný) Zabezpečuje:
Názov: Matematická analýza 1 (povinný) prof. RNDr. Miroslava Růžičková, CSc. Semester: 1. rok štúdia: 1. Týždenný: 4 2 0 Za semester: 52 26 0 Prerekvizity: Stredoškolská matematika v rozsahu osnov gymnázií.
Climatography of the United States No
Climate Division: CA 6 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 51.5 35.0 43.3 80
524 partial differential equations
Index adjoint operator, 114 airfoils, 334 analog signal, 386 analytic function, 307 angular frequency, 372 area element, 217 Argand diagram, 287 associated Laguerre polynomials, 210 associated Legendre
Metódy vol nej optimalizácie
Matematické programovanie Metódy vol nej optimalizácie p. 1/35 Informácie o predmete Informácie o predmete p. 2/35 Informácie o predmete METÓDY VOL NEJ OPTIMALIZÁCIE Prednášajúca: M. Trnovská (M 267) Cvičiaci:
Weekly price report on Pig carcass (Class S, E and R) and Piglet prices in the EU. Carcass Class S % + 0.3% % 98.
Weekly price report on Pig carcass (Class S, E and R) and Piglet prices in the EU Disclaimer Please note that EU prices for pig meat, are averages of the national prices communicated by Member States weighted
Working Group report: A brief history of functions for mathematics educators. Keywords: history of mathematics; functions; BSHM
Working Group report: A brief history of functions for mathematics educators Leo Rogers and Sue Pope British Society for the History of Mathematics (BSHM); Manchester Metropolitan University Despite the
Module 3 : Differentiation and Mean Value Theorems. Lecture 7 : Differentiation. Objectives. In this section you will learn the following :
Module 3 : Differentiation and Mean Value Theorems Lecture 7 : Differentiation Objectives In this section you will learn the following : The concept of derivative Various interpretations of the derivatives
Pakistan Urdu School- Kingdom of Bahrain. Curriculum Implementation Plan for MATHEMATICS Grade XI Sc.
Pakistan Urdu School- Kingdom of Bahrain No. Curriculum Implementation Plan for MATHEMATICS Grade XI Sc. Unit 9 Fundamentals of Trigonometry 1 st Term 1 April/4 th Fundamental Identities 2 23-04-2018 Values
Climatography of the United States No
Climate Division: CA 5 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 44.8 25.4 35.1 72
Climatography of the United States No
Climate Division: CA 1 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 1 Number of s (3) Jan 57.8 39.5 48.7 85 1962
Climatography of the United States No
Climate Division: CA 4 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 49.4 37.5 43.5 73
Climatography of the United States No
Climate Division: CA 4 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 55.6 39.3 47.5 77
Climatography of the United States No
Climate Division: CA 1 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 57.9 38.9 48.4 85
Time Series Model of Photovoltaic Generation for Distribution Planning Analysis. Jorge Valenzuela
Time Series Model of Photovoltaic Generation for Distribution Planning Analysis Jorge Valenzuela Overview Introduction: The solar problem and our limitations Modeling What information do we have? Solar
Climatography of the United States No
Climate Division: CA 4 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 1 Number of s (3) Jan 58.5 38.8 48.7 79 1962
Climatography of the United States No
Climate Division: CA 5 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 56.6 36.5 46.6 81
Jackson County 2018 Weather Data 67 Years of Weather Data Recorded at the UF/IFAS Marianna North Florida Research and Education Center
Jackson County 2018 Weather Data 67 Years of Weather Data Recorded at the UF/IFAS Marianna North Florida Research and Education Center Doug Mayo Jackson County Extension Director 1952-2008 Rainfall Data
Climatography of the United States No
Climate Division: CA 6 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 100 Number of s (3) Jan 69.4 46.6 58.0 92
Climatography of the United States No
Climate Division: CA 6 NWS Call Sign: Month (1) Min (2) Month(1) Extremes Lowest (2) Temperature ( F) Lowest Month(1) Degree s (1) Base Temp 65 Heating Cooling 1 Number of s (3) Jan 67.5 42. 54.8 92 1971
Road to Calculus: The Work of Pierre de Fermat. On December 1, 1955 Rosa Parks boarded a Montgomery, Alabama city bus and
Student: Chris Cahoon Instructor: Daniel Moskowitz Calculus I, Math 181, Spring 2011 Road to Calculus: The Work of Pierre de Fermat On December 1, 1955 Rosa Parks boarded a Montgomery, Alabama city bus
Changing Hydrology under a Changing Climate for a Coastal Plain Watershed
Changing Hydrology under a Changing Climate for a Coastal Plain Watershed David Bosch USDA-ARS, Tifton, GA Jeff Arnold ARS Temple, TX and Peter Allen Baylor University, TX SEWRU Objectives 1. Project changes