Wyniki wyszukiwania dla: theory%20of%20experiments - MOST Wiedzy

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Wyniki wyszukiwania dla: theory%20of%20experiments

Wyniki wyszukiwania dla: theory%20of%20experiments

  • Workshop on Graph Theory

    Wydarzenia

    01-07-2019 00:00 - 05-07-2019 23:59

    The Gdańsk Workshop on Graph Theory (GWGT) is an annual, informal workshop whose goal is to provide a forum for scientists to meet, present their work, interact, and establish collaborations in the field of Graph Theory

  • Theory of Organisation and Management and Systems Theory

    Kursy Online
    • E. Wojnicka-Sycz

    Dear Students, Our classes on Theory of Orgnisation and Management (15 h lecture, 15 hours excercises) and Systems Theory (15 hours lecture) will take place in MSTeams each Wednesday since 21st of February 2024 at 9:15-12:00 am at link  https://teams.microsoft.com/l/meetup-join/19%3ameeting_YzY1NTRiOGEtYTQ3Yi00ZmFlLWI3YTYtYjhiNjBhZjZjOGI5%40thread.v2/0?context=%7b%22Tid%22%3a%22b2b950ec-1ee3-4d9d-ac5e-4dd9db5e0b73%22%2c%22Oid%22%3a%2233f97504-8676-4b87-96ad-a9394d16b3b2%22%7d Join...

  • Theory of Elasticity and Plasticity

    Kursy Online
    • R. Sauer
    • I. Lubowiecka

    This course discusses the general theory of elastic and plastic material behavior of solids.

  • Theory of Organisation and Management and System's Theory

    Kursy Online
    • E. Wojnicka-Sycz

    We will have our lectures and classes in Theory of Organisation and Management and System's Theory on Wednesday Since 9:15 till 12:00. We will meet on MsTeams and here is the link: https://teams.microsoft.com/dl/launcher/launcher.html?url=%2F_%23%2Fl%2Fmeetup-join%2F19%3Ameeting_MTBjMTg4ZWYtY2Q2NS00YjlkLWFmZTItMWUzYTcwM2ZmNzU0%40thread.v2%2F0%3Fcontext%3D%257b%2522Tid%2522%253a%2522b2b950ec-1ee3-4d9d-ac5e-4dd9db5e0b73%2522%252c%2522Oid%2522%253a%252233f97504-8676-4b87-96ad-a9394d16b3b2%2522%257d%26anon%3Dtrue&type=meetup-join&deeplinkId=ce188d79-726a-418e-ab34-eb9f59172f62&directDl=true&msLaunch=true&enableMobilePage=true&suppressPrompt=true  

  • Theory of Elasticity and Plasticity 2023

    Kursy Online
    • R. Sauer
    • I. Lubowiecka

    This course discusses the general theory of elastic and plastic material behavior of solids.

  • Theory of Elasticity and Plasticity 2024

    Kursy Online
    • B. Łazorczyk
    • R. Sauer
    • M. Skowronek

    This course discusses the general theory of elastic and plastic material behavior of solids.

  • Theory of architectural design IV_ERASMUS

    Kursy Online
    • A. Taraszkiewicz
    • J. Borucka

    The Theory of architectural design IV ERASMUS is a course dedicated especially to Erasmus+ students and conducted on separate conditions.

  • Theory of architectural design IV

    Kursy Online
    • T. Zybała

    Theory of architectural design IV   prowadzący: dr inż. Najmeh Hasses mgr inż. Tomasz Zybała email: tomasz.zybala@pg.edu.pl

  • Information Theory and Coding 2023/2024

    Kursy Online
    • M. Gajewska

    The course is an auxiliary tool for completing the subject Information Theory and Coding.  

  • On Applications of Fractional Derivatives in Circuit Theory

    Publikacja

    - Rok 2020

    In this paper, concepts of fractional-order (FO) derivatives are discussed from the point of view of applications in the circuit theory. The properties of FO derivatives required for the circuit-level modelling are formulated. Potential problems related to the generalization of transmission line equations with the use of FO derivatives are presented. It is demonstrated that some of formulations of the FO derivatives have limited...

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  • On Applications of Fractional Derivatives in Electromagnetic Theory

    Publikacja

    - Rok 2020

    In this paper, concepts of fractional-order (FO) derivatives are analysed from the point of view of applications in the electromagnetic theory. The mathematical problems related to the FO generalization of Maxwell's equations are investigated. The most popular formulations of the fractional derivatives, i.e., Riemann-Liouville, Caputo, Grünwald-Letnikov and Marchaud definitions, are considered. Properties of these derivatives are...

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  • Module structure in Conley theory with some applications

    Publikacja

    A multiplicative structure in the cohomological versjon of Conley index is described . In the case of equivariant flows we apply the normalization procedure known from equivariant degree theory and we propose a new continuation invariant. The theory is then applied to obtain a mountain pass type theorem. Another application is a result on multiple bifurcations for some elliptic PDE.

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  • Scattering Theory Summer School 2022

    Kursy Online
    • J. Szostak
    • J. Franz
    • M. Chmielecki
    • J. Borucka
    • M. Hoppe
    • M. Franz

    Summer school on Scattering Theory at Gdańsk University of Technology. 1 - 19 August online 22 - 26 August online or in Gdańsk (you choose) Participation is for free! Attractive fellowships!   More info and registration: https://ftims.pg.edu.pl/en/science-app/summer-schools-2022/scattering-theory  

  • Structure of the Resource Theory of Quantum Coherence

    Publikacja
    • A. Streltsov
    • S. Rana
    • P. Boes
    • R. Eisert

    - PHYSICAL REVIEW LETTERS - Rok 2017

    Quantum coherence is an essential feature of quantum mechanics which is responsible for the departure between the classical and quantum world. The recently established resource theory of quantum coherence studies possible quantum technological applications of quantum coherence, and limitations that arise if one is lacking the ability to establish superpositions. An important open problem in this context is a simple characterization...

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  • Discussiones Mathematicae Graph Theory

    Czasopisma

    ISSN: 1234-3099 , eISSN: 2083-5892

  • Saint-Venant torsion based on strain gradient theory

    Publikacja

    In this study, the Saint-Venant torsion problem based on strain gradient theory is developed. A total form of Mindlin's strain gradient theory is used to acquire a general Saint-Venant torsion problem of micro-bars formulation. A new Finite Element formulation based on strain gradient elasticity theory is presented to solve the Saint-Venant torsion problem of micro-bars. Moreover, the problem is solved for both micro and macro...

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  • Analysis of elementary cellular automata using the theory of conflict

    The paper contains decomposition of elementary cellular automata (ECA in short) to subsystems that are defined according to a new theory called theory of conflict (ToC in short). The decomposition is a completely new approach to analysis of ECA and complex systems in general.

  • Towards Resource Theory of Coherence in Distributed Scenarios

    Publikacja

    - Physical Review X - Rok 2017

    The search for a simple description of fundamental physical processes is an important part of quantum theory. One example for such an abstraction can be found in the distance lab paradigm: if two separated parties are connected via a classical channel, it is notoriously difficult to characterize all possible operations these parties can perform. This class of operations is widely known as local operations and classical communication....

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  • Electromagnetic-based derivation of fractional-order circuit theory

    In this paper, foundations of the fractional-order circuit theory are revisited. Although many papers have been devoted to fractional-order modelling of electrical circuits, there are relatively few foundations for such an approach. Therefore, we derive fractional-order lumped-element equations for capacitors, inductors and resistors, as well as Kirchhoff’s voltage and current laws using quasi-static approximations of fractional-order...

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  • On the effective properties of foams in the framework of the couple stress theory

    Publikacja

    In the framework of the couple stress theory, we discuss the effective elastic properties of a metal open-cell foam. In this theory, we have the couple stress tensor, but the microrotations are fully described by displacements. To this end, we performed calculations for a representative volume element which give the matrices of elastic moduli relating stress and stress tensors with strain and microcurvature tensors.

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