Tv Shows → Counting Cars S06E19 1080p HEVC x265-MeGusta

Published by: Emperor2011 on 18-02-2024, 17:04 | 0

Counting Cars S06E19 1080p HEVC x265-MeGusta

Danny aka "The Count" and his skilled staff restores and modifies classic automobiles and motorcycles.

Tv Shows → Counting Cars S06E14 1080p HEVC x265-MeGusta

Published by: Emperor2011 on 18-02-2024, 17:00 | 0

Counting Cars S06E14 1080p HEVC x265-MeGusta

Danny aka "The Count" and his skilled staff restores and modifies classic automobiles and motorcycles.

Tv Shows → Counting Cars S06E01 1080p HEVC x265-MeGusta

Published by: Emperor2011 on 18-02-2024, 16:46 | 0

Counting Cars S06E01 1080p HEVC x265-MeGusta

Danny aka "The Count" and his skilled staff restores and modifies classic automobiles and motorcycles.

Tv Shows → 22 Kids and Counting S04E05 1080p HEVC x265-MeGusta

Published by: Emperor2011 on 29-01-2024, 02:59 | 0

22 Kids and Counting S04E05 1080p HEVC x265-MeGusta

Cameras follow Britain's largest family, the Radfords, as they welcome their newest arrival - just as the UK is preparing to go into lockdown due to the Coronavirus pandemic.

E-Books → Elements of Discrete Mathematics Numbers and Counting, Groups, Graphs, Orders and Lattices (de Gruyter Textbook)

Published by: voska89 on 28-12-2023, 02:18 | 0

E-Books → The Quantum Nature of Things How Counting Leads to the Quantum World

Published by: voska89 on 25-03-2023, 07:54 | 0

E-Books → Ash A Elliptic Tales Curves, Counting, And Number Theory 2012

Published by: Emperor2011 on 11-02-2023, 18:39 | 0

Ash A Elliptic Tales Curves, Counting, And Number Theory 2012 | 2.74 MB
English | 275 Pages

Title: Elliptic Tales: Curves, Counting, And Number Theory
Author: Avner Ash and Robert Gross
Year: 2014

E-Books → Bounded Variable Logics and Counting A Study in Finite Models

Published by: voska89 on 2-02-2023, 23:19 | 0

Martin Otto, "Bounded Variable Logics and Counting: A Study in Finite Models "
English | ISBN: 1107167949 | 2017 | 193 pages | PDF | 19 MB
Since their inception, the Perspectives in Logic and Lecture Notes in Logic series have published seminal works by leading logicians. Many of the original books in the series have been unavailable for years, but they are now in print once again. In this volume, the ninth publication in the Lecture Notes in Logic series, Martin Otto gives an introduction to finite model theory that indicates the main ideas and lines of inquiry that motivate research in this area. Particular attention is paid to bounded variable infinitary logics, with and without counting quantifiers, related fixed-point logics, and the corresponding fragments of Ptime. The relations with Ptime exhibit the fruitful exchange between ideas from logic and from complexity theory that is characteristic of finite model theory.

E-Books → Counting, Sampling and Integrating Algorithms and Complexity

Published by: voska89 on 22-01-2023, 19:06 | 0

Counting, Sampling and Integrating: Algorithms and Complexity by Mark Jerrum
English | PDF | 2003 | 120 Pages | ISBN : 3764369469 | 12.1 MB
These notes had their origin in a postgraduate lecture series I gave at the Eid genossiche Technische Hochschule (ETH) in Zurich in the Spring of 2000. I am very grateful to my hosts, the Forschungsinstitut fUr Mathematik at ETH, for providing the ideal opportunity to develop and present this material in what I hope is a reasonably coherent manner, and also for encouraging and assisting me to record the proceedings in these lecture notes. The subject of the lecture series was counting (of combinatorial structures) and related topics, viewed from a computational perspective. As we shall see, "related topics" include sampling combinatorial structures (being computationally equivalent to approximate counting via efficient reductions), evaluating partition functions (being weighted counting) and calculating the volume of bodies (being counting in the limit). We shall be inhabiting a different world to the one conjured up by books with titles like Combinatorial Enumeration or Graphical Enumeration. There, the prob lems are usually parameterised on a single integer parameter n, and the required solutions are closed form or asymptotic estimates obtained using very refined and precise analytical tools.