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Bernard Kolman

    Bernard Kolman is een vooraanstaand auteur met uitgebreide ervaring in de wiskunde, met name op het gebied van Lie-algebra's en operations research. Zijn onderzoek en publicaties hebben deze gebieden significant gevormd en bijgedragen aan de vooruitgang van het wiskundig denken. Hij is tevens auteur van talrijke wereldwijd gebruikte wiskundeboeken die in verschillende talen zijn vertaald, waardoor complexe wiskundige concepten toegankelijk worden voor studenten over de hele wereld. Zijn werk kenmerkt zich door diepgang en helderheid.

    The Basic Bakunin: Writings 1869-1871
    College Algebra
    • The three years covered by this anthology represent the only time in Mikhail Bakunin’s life when he was able to concentrate on his work and sustain a consistent output of speeches and writings. Only one of these texts has appeared before in an unabridged English translation. All dating from the period of Bakunin’s propaganda on behalf of the First International, they thus belong to a period central to Bakunin’s anarchism and mark the height of his influence during his lifetime.Robert M. Cutler’s introduction traces the development of selected themes in Bakunin’s pre-anarchist thought--beginning with his acquaintanceship with German idealist philosophy-- through his anarchist period. In this way it reconstructs Bakunin’s concept of the role of the International in the revolutionary movement and provides a new interpretation of his theory and practice of revolutionary organization. The chronology and annotated bibliography make this collection an ideal introduction to Bakunin and a useful reference work for specialists.

      The Basic Bakunin: Writings 1869-18711992
      3,8
    • This fifth edition of College Algebra maintains our objective of providing a textbook designed for use by the student. The book is written in a supportive style and includes abundant pedagogic tools to encourage the student to carefully read the text, follow the numerous examples and tackle the exercises. The skills and confidence the students acquire will enable him or her to succeed in more advanced mathematics courses (calculus, in particular) that are required in the study of engineering, the natural sciences, business and management.

      College Algebra1981
      3,0