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Summer School: 3 Hits

|17:00 -- 18:00^ **Optional session**| Review of General Relativity with Daniel Sudarsky| ^{{fa>calendar... |17:30 -- 18:30^ **Optional session**| Review of General Relativity with Daniel Sudarsky| ^{{fa>calendar... dar?color=#CC0000}} Sunday, 22 July 2018 (TENTATIVE)^^^ |10:00 -- 12:30^ **General discussion**| </panel>

The Second Physics and Philosophy Meeting: 2 Hits

rticularly. This has negative consequences on the general attitude of both, natural scientists and philosop... as too technical, and of no importance for their general worldview. This is in contradiction with a long t

The principle of minimum relative entropy: 2 Hits

equal to the uniform distribution, so it is more general. The principle of minimum relative entropy is als... r and new information and constraints. It is more general and can handle more than Bayes' theorem, which ca

start2020: 1 Hits

rticulated? How to present Quantum Physics to the general public? 2. What are the open conceptual question

Mach's Principle and Extended Theories of Gravity: 1 Hits

of the milestones which guided Einstein to his General Theory of Relativity (GTR). For theories of gravi

Should simulation-as a computer experiment- guide theory or the opposite? A liquid state physicist point of view: 1 Hits

bution poses fundamental problems about matter in general, principally about its homogeneity. The organiser

Wormhole geometries and exotic matter: 1 Hits

e exotic solutions of Einstein field equations of General Theory of Relativity. They are tunnel-like space-

Public lecture: 1 Hits

chers and students of University of Split and for general academic audience. <wrap center round download>

Index keywords: 1 Hits

Please make sure that your entries for the book’s general subject index are coded with the command \index{}

DokuWiki: 1 Hits

under [[http://www.gnu.org/licenses/gpl.html|GNU General Public License]] Version 2. If you use DokuWiki i

What We Know and What We Want to Know About Quantum Gravity: 1 Hits

ly" 55 (at least) orders of magnitude strong. The general situation can be seen as a kind of a natural limi

Ontology of geometry space selection in physical theories: 1 Hits

fferent physical entities. For example Einstein’s General theory of relativity favors the gravity field as

Relation between Boltzmann and Gibbs entropy and example with multinomial distribution: 1 Hits

magoj Kuić** \\ University of Split <blockquote> General relationship between mean Boltzmann entropy and G

Ontology of geometry space selection in physical theories: 1 Hits

fferent physical entities. For example Einstein’s General theory of relativity favors the gravity field as

We don’t need no computation: why physicists should care about computational complexities: 1 Hits

Black hole thermodynamics: 1 Hits

On the nature of black hole entropy: 1 Hits

Gibbs entropy: 1 Hits

Space and Time in Quantum Theory: 1 Hits