Asymptotically Anti-de Sitter (AdS) Black Hole (BH) space–times are of theoretical and mathematical interest attractive. On the other hand, in last few decades, theory regular (nonsingular) BHs has gained many researchers enthusiasts. Therefore, asymptotically AdS free (essential) singularities can have a double attraction. An example such space–time is Regular Gaussian (RGBH). In this paper, s...

Abstract This paper focuses on modeling agents’ en-route diversion behavior under information provision. The behavior model is estimated based on näıve Bayes rules and re-calibrated using a Bayesian approach. Stated-preference driving simulator data is employed for model estimation. Bluetooth-based field data is employed for re-calibration. Then the behavior model is integrated with a simulatio...

Reaction coordinate diagrams are used to relate the free energy changes that occur during the progress of chemical processes to the rate and equilibrium constants of the process. Here I briefly review the application of these diagrams to the thermodynamics and kinetics of the generation of force and motion by cytoskeletal motors and polymer ratchets as they mediate intracellular transport, orga...

In this paper it is argued that a Carter–Penrose diagram can be viewed as a differential space.

designers draw diagrams to think about architectural concepts and design concerns. scientists are interested in programming computers to recognize and interpret design diagrams to deliver appropriate tools for the design task at hand. researchers conducted empirical studies to find out if designers share drawing conventions when designing. the experiment results show that designers use differen...

Limits and colimits of diagrams, defined by maps between sets, are universal constructions fundamental in different mathematical domains and key concepts in theoretical computer science. Its importance in semantic modeling is described by M. Makkai and R. Paré in [1], where it is formally shown that every axiomatizable theory in classical infinitary logic can be specified using diagrams defined...

Abstract The way from the path integral to Feynman diagrams is sketched. emphasis put on decrease of complexity in this process, infinite-dimensional integrals down apparent simplicity child’s play. On other hand, also subsequent increase when using make realistic physical predictions described, thus illustrating dialectic between and clarity diagrams, their practical applications.

We study alternating strand diagrams on the disk with an orbifold point. These are quotients by rotation of Postnikov disk, and we call them diagrams. associate a quiver potential to each diagram, in such way that its Jacobian algebra one associated covering diagram related skew-group construction. moreover realise this as endomorphism certain explicit cluster-tilting object. This is similar (a...