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  3. Functions

    The purpose of this section is to provide a summary of the mathematical functions obtained as solutions of the differential equations of field...
    Parry Moon, Domina Eberle Spencer in Field Theory Handbook
    Chapter 1961

  4. Basic Results

    We consider any classical inequality of the form (1.1)...
    Herbert S. Wilf in Finite Sections of Some Classical Inequalities
    Chapter 1970

  5. Arithmetik

    Wir beginnen mit der Grundlage aller Arithmetik, dem Rechnen mit positiven ganzen Zahlen. Zuerst legen wir uns hier, wie stets im Verlaufe der...
    Felix Klein in Elementarmathematik vom Höheren Standpunkte aus I
    Chapter 1967

  6. Kombinatorik

    Die Kombinatorik hat sich weder in ihren elementaren noch in ihren höheren analytischen Gebieten so entwickelt, wie dies zu Beginn des Jahrhunderts...
    E. Netto in Arithmetik und Algebra
    Chapter 1898

  11. Invariants associated with the epsilon algorithm and its first confluent form

    It is shown that if numbers ε r (m) ( r =0, 1, ..., 2 n ; m =0, 1, ...) can be constructed from the initial values ε r (m) =0 ( m =1, 2, ...), ε ...

    P. Wynn in Rendiconti del Circolo Matematico di Palermo
    Article 01 January 1972

  13. Hankel Forms

    In the preceding chapter we studied kernels of the special forms K(u - v) and K(αx, αy) = α-1 K(x, y). Here we consider matrices H of the type...
    Herbert S. Wilf in Finite Sections of Some Classical Inequalities
    Chapter 1970
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