Užasi znanosti: strašna struja

Osnovne činjenice i zanimljivosti o elektricitetu: što je elektricitet, važna znanstvena otkrića i izumi, statički elektricitet, munje, elektricitet u živim bićima, baterije, magnetizam, elektromotori, proizvodnja električne energije, elektronika. Duhovito, otkačeno; ilustracije, stripovi, testovi, opisi pokusa.

Užasi znanosti: smrtonosne bolesti

Zarazne bolesti. Mikrobi koji uzrokuju zarazne bolesti (bakterije, virusi, riketsije i protozoe); imunološki sustav u čovjeka, lijekovi; pojedine bolesti (kuga, kolera, gripa, bjesnoća, kozice, žuta groznica, velike boginje, legionarska bolest, ebola, AIDS). Neugodne činjenice date na duhovit i otkačen način, praćene ilustracijama, stripovima, testovima.

Medieval people

History as shown through th daily lives of ordinary people, chosen to illustrate various aspects of the social scene in the Middle Ages.

Abstract Set Theory

Abstract set theory (Studies in logic and the foundations of mathematics) Paperback – 1 Jan. 1976 by Abraham Adolf Fraenkel (Author)

100 opakih žena u istoriji

Kad čujete ili pročitate nešto o malom broju žena zabilježenih u povijesti, teško je ne zapitati se: zašto sve izgledaju tako suzdržano i pristojno? Istina je da povjesničari (uglavnom muškarci) uporno pokušavaju izgladiti stvarne detalje iz njihovih života ili najčešće izostavljaju žene koje su remetile predodžbu uzorne žene. Zato vam Hannah Jewell predstavlja istinite priče o nevjerojatnim ženama za koje vjerojatno nikada niste čuli – a trebali biste. O ženama koje su bile previše hrabre, briljantne, nekonvencionalne, politički osviještene i presiromašne da bi dobile priznanje svojih suvremenica, sitnih duša. O ženama koje su se smatrale previše lošima za svoje vrijeme, preglasnim da bi bile prepoznate, previše hrabrima da bi bile plaćene za svoj rad i ponekad previše odvažnim da bi im se dopustilo da žive. Pročitajte priče o njima i zagrijte se toplim, škakljivim osjećajem koji proizlazi iz spoznaje po prvi put da su oduvijek postojale žene koje su brinule za sva živa bića. Jednako je zadovoljavajuće kao i vrisak – iako manje uznemirava prijatelje i susjede.

Sequential Analysis

In 1943, while in charge of Columbia University’s Statistical Research Group, Abraham Wald devised Sequential Design, an innovative statistical inference system. Because the decision to terminate an experiment is not predetermined, sequential analysis can arrive at a decision much sooner and with substantially fewer observations than equally reliable test procedures based on a predetermined number of observations. The system’s immense value was immediately recognized, and its use was restricted to wartime research and procedures. In 1945, it was released to the public and has since revolutionized many aspects of statistical practice. This book is Professor Wald’s own description of the system. Part I contains a discussion of the general theory of the sequential probability ratio test, with comparisons to traditional statistical inference systems. Part II discusses applications that illustrate the general theory and raise points of theoretical interest specific to these applications. Part III outlines a possible approach to the problem of sequential multi-valued decisions and estimation. All three sections can be understood by readers with only a background in college algebra and a first course in calculus. Mathematical derivations of somewhat intricate nature appear in the appendix. Sequential Analysis offers statistical researchers a time- and money-saving approach, introduces students to one of the major systems in contemporary use, and presents those already acquainted with the system with valuable background information.

A Graduate Course in Probability

Probability and Mathematical Statistics: A Series of Monographs and Textbooks: A Graduate Course in Probability presents some of the basic theorems of analytic probability theory in a cohesive manner. This book discusses the probability spaces and distributions, stochastic independence, basic limiting operations, and strong limit theorems for independent random variables. The central limit theorem, conditional expectation and martingale theory, and Brownian motion are also elaborated. The prerequisite for this text is knowledge of real analysis or measure theory, particularly the Lebesgue dominated convergence theorem, Fubini’s theorem, Radon-Nikodym theorem, Egorov’s theorem, monotone convergence theorem, and theorem on unique extension of a sigma-finite measure from an algebra to the sigma-algebra generated by it. This publication is suitable for a one-year graduate course in probability given in a mathematics program and preferably for students in their second year of graduate work.

Narodni plesovi Jugoslavije

36 razglednica u kartonskoj mapi formata 11×17 cm. Komplet je poklanjan učesnicima kongresa HSME od 6-9. lipnja 1976. godine.

Algebra I-II

I: Prsteni i moduli Linearna algebra II: Opšte algebarske strukture Teorija polja Algebarske jednačine