I. Numbers and VariablesII. Functions and their Diagrammatic RepresentationIII. Elementary Analytical GeometryIV. Limits and Continuity of FunctionsV. Functions and Diagrams in Economic TheoryVI. Derivatives and their InterpretationVII. The Technique of DerivationVIII. Applications of DerivativesIX. Exponential and Logarithmic FunctionsX. Logarithmic DerivationXI. Functions of Two of More VariablesXII. Partial Derivatives and their ApplicationsXIII. Differentials and DifferentiationXIV. Problems...

Tentoonstellingscatalogus 200 jaar Wiskundig Genootschap1. vooraf2. het wiskundig genootschap en eerste secretaris strabbe3. voorspelbare en onvoorspelbare beweging4. abraham de graaf en de geheele mathesis5. christiaan huygens kettinglijn en parabool6. een manuscript van brouwer7. wiskundige modellen8. boeken en tijdschriften9. het vierkleurenprobleem10. wiskunde voor jan en alleman

Richard-Heinrich GieseEinfuhrung In Die Astronomie

Modern Deductive LogicAn Introduction to its Techniques and to its SignificanceRobert John AckermannModern Introductions to PhilosophyGeneral Editor: D. J. O'Connor

I. Algebraic PreliminariesII. Projective SpacesIII. Plane Algebraic CurvesIV. Formal Power SeriesV. Transformations of a CurveVI. Linear Series

De klassieker

I. Getallen om te tellenII. Getallen om winsten en verliezen aan te duiden en getallen bij het delenIII. Getallen die niet eindigenIV. Verzamelingen en logische functiesV. Netwerken en kaarten

I. Recursive ConvergenceII. Recursive and Relative ContinuityIII. Recursive and Relative DifferentiabilityIV. The Relative IntegralV. The Elementary FunctionsVI. Transfinite OrdinalsAppendix: Recursive Irrationality and Transcendence

A development of recursive arithmetic in a logic-free equation calculus

CWI-syllabus 11Centrum voor Wiskunde en InformaticaDiscrete wiskunde: tellen grafen spelen en codesP.W.H. Lemmens

VeelvlakkenP.W.H. Lemmens Utrecht Juli 1981

MatricesDeterminantenComplexe getallenVeelterbreuken in C

I. System of symbolic logicA. The simple language AB. The language BC. The extended language CII. Application of symbolic logicD. Forms and methods of the construction of languagesE. Axiom systems (ASs) for set theory and arithmeticF. Axiom systems (ASs) for geometryG. ASs of pysicsH. ASs of biology

Translated from the German by E.J. McShane I. IntroductionII. The fundamental ideas of the integral and differential calculusIII. Differentiation and integration of the elementary functionsIV. Further development of the integral calculusV. ApplicationsVI. Taylor's theorem and the approximate expression of functions by polynomialsVII. Numerical methodsVIII. Infinite series and other limiting processesIX. Fourier seriesX. A sketch of the theory of functions of several variablesXI. The differential...

Translated from the German by E.J. McShaneI. Preliminary remarks on analytical geometry and vector analysisII. Functions of several variables and their derivativesIII. Developments and applications of the differential calculusIV. Multiple integralsV. Integration over regions in several dimensionsVI. Differential equationsVII. Calculus of variationsVIII. Functions of a complex variable

Bepaling Der Prijzen Volgens Verschillende Berekeningen En Inhoudsmaten Der Karns

Nederlandse Vertaliong

An Introduction to Quantitative Methods for Historians

Financiele Rekenkunde (Eerste Deel)

Rekenen en wiskunde (pagina 1 ontbreekt)