Background: A coordinated disaster response needs a well-organized structure and a locally adapted framework. In light of this, the COVID-19 pandemic offered an opportunity to renovate the response structure, which exhibited deficiencies during the pandemic. Iran shares the experience of an integrated response structure named the Reform Incidents Command System. It includes an integrated approa...

Differential realizations in coordinate space for deformed Lie algebras with three generators are obtained using bosonic creation and annihilation operators satisfying Heisenberg commutation relations. The unified treatment presented here contains as special cases all previously given coordinate realizations of so(2, 1), so(3) and their deformations. Applications to physical problems involving ...

We present a unified generative model of coordination that considers parallelism of conjuncts and selectional preferences. Parallelism of conjuncts, which frequently characterizes coordinate structures, is modeled as a synchronized generation process in the generative parser. Selectional preferences learned from a large web corpus provide an important clue for resolving the ambiguities of coord...

In practical engineering, the use of Pauli algebra can provide a computational advantage, transforming conventional vector to straightforward matrix manipulations. this work, matrices in cylindrical and spherical coordinates are reported for first time their representing three-dimensional is discussed. This method leads unified representation 3D multivectors with algebra. A significant advantag...

We present a unified mixed radix CORDIC algorithm with carry-save arithmetic with a constant scale factoi. The pipelined architecture of the processor is determined by a unique sequence of microrotations for the two modes of operation (rotation and vectoring) in circular and hyperbolic coordinates. The combination of radix-2 and radix-4 microrotations allows us to reduce the latency and size of...

It introduces the methods of deformation monitoring based on 3D laser scanner. The point clouds obtained by multi-period scanning for deformation monitored object are registered. The coordinate system of point cloud is unified. Constraint stability is tested through two methods. The deformation and trends are analyzed according to the variations of coordinates of center point modeled targets an...

In this paper we show how recent theoretical developments have led to a more unified framework for understanding different branches of Evolutionary Computation (EC), as well as distinct theoretical formulations, such as the Schema theorem and the Vose model.In particular, we show how transformations of the configuration space of the model – such as coarse-grainings/projections, embeddings and c...

We use differential equations based approaches to provide some physics insights into analyzing the dynamics of popular optimization algorithms in machine learning. In particular, we study gradient descent, proximal gradient descent, coordinate gradient descent, proximal coordinate gradient, and Newton’s methods as well as their Nesterov’s accelerated variants in a unified framework motivated by...