REVISING THE PROJECT OF MODERNITY HERMENEUTICS by Marius Povilas Povilas Šaulauskas

“…An indispensable presupposition of the Cartesian epistemology could be interpreted capitalizing on Haber-masian concept of performative individuality and communicative action. …”
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Type inference for datalog and its application to query optimisation. by Moor, O, Sereni, D, Avgustinov, P, Verbaere, M

“…Such Cartesian type inference is inherently imprecise in the presence of field equalities. …”

On convexity in product of Riemannian manifolds by Saleh, Wedad, Kilicman, Adem

“…We also discuss some of their properties in the cartesian product of Riemannian manifolds without conjugate points. …”
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Extended DMPs Framework for Position and Decoupled Quaternion Learning and Generalization by Zhiwei Liao, Fei Zhao, Gedong Jiang, Xuesong Mei

“…Classical DMPs framework mainly focuses on the movement learning in Cartesian or joint space, and can't properly represent end-effector orientation. …”
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Malaysian Sign Language Recognition Using Skeleton Data with Neural Network by Sutarman, na, Jasni, Mohamad Zain, Mazlina, Abdul Majid, Arief, Hermawan

“…The increase at the recognition rate of Cartesian Coordinate+ANN with Spherical coordinates is 12.93%.…”
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Perfomance evaluation of task-space controllers for robot manipulator by Wu, Jiang Rong.

“…The control laws are simulated under the following three types of uncertainties: · Rotational error from Cartesian coordinates to sensor coordinates · Uncertain kinematics from joint space to Cartesian space · Uncertain gravity in the robot manipulator A Matlab program was developed to simulate the performance of the proposed task-space controllers.…”
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Revisiting differential categories: new results on the foundation of differentiation by Lemay, JSP

“…We explain how a linearizing combinator provides an alternative axiomatization of a Cartesian differential category. Indeed, every Cartesian differential category comes equipped with a canonical linearizing combinator obtained by differentiation at zero. …”

Conceptualizing 'Thirdplace': Exploring Embedded Narrations in Between a Spatial Trilogy by Senem Kaymaz Koca, Jonathan Hale

“…The third narration, which is enhanced by interpreting the literature on phenomenology, conceptualizes the thirdplace through the concepts of 'body' and 'experience,' and in the meantime, the sequence of the narrations harbors a holistic discussion from a Euclidean to a Cartesian one and then from Cartesian to a third one. …”
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Relations in the context of Turiyam sets by Gamachu Adugna Ganati, V. N. Srinivasa Rao Repalle, Mamo Abebe Ashebo

“…This article introduced the Cartesian product of Turiyam sets and Turiyam relations. …”
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Elasticity : theory and applications / by 354417 Saada, Adel Selim

A Novel All-Weather Method to Determine Deflection of the Vertical by Combining 3D Laser Tracking Free-Fall and Multi-GNSS Baselines by Xin Jin, Xin Liu, Jinyun Guo, Maosheng Zhou, Kezhi Wu

“…Multi-GNSS observations are solved for obtaining the precise geodetic cartesian coordinates of the measuring point and GNSS baseline information. …”
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Variations on a beta-plane: derivation of non-traditional beta-plane equations from Hamilton's principle on a sphere by Dellar, P

“…Starting from Hamilton's principle on a rotating sphere, we derive a series of successively more accurate β-plane approximations. These are Cartesian approximations to motion in spherical geometry that capture the change with latitude of the angle between the rotation vector and the local vertical. …”

Harmonic Index and Harmonic Polynomial on Graph Operations by Juan C. Hernández-Gómez, J. A. Méndez-Bermúdez, José M. Rodríguez, José M. Sigarreta

“…Here, using this polynomial, we obtain several properties of the harmonic index of many classical symmetric operations of graphs: Cartesian product, corona product, join, Cartesian sum and lexicographic product. …”
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Crossing Numbers of Certain Graphs by Yiew, Yip Chong

“…Since Harary, Kainen and Schwenk conjectured in 1973 that the crossing number of the Cartesian product of an m-cycle with an n-cycle is for , many results on the crossing number of the Cartesian product of graphs have been obtained. …”
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Local Limit of Nonlocal Gravity: Cosmological Perturbations by Javad Tabatabaei, Abdolali Banihashemi, Shant Baghram, Bahram Mashhoon

“…The implications of the linearly perturbed modified Cartesian flat model are examined and it is shown that the model is capable of alleviating the H _0 tension.…”
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High-accuracy numerical solver for the Eikonal equation by Guo, Jin Long

“…FSM was also implemented on two dimensional Cartesian domain triangulated with acute triangles. …”
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Elasticity : theory, applications, and numerics / by Sadd, Martin H. (Martin Howard), author

Preliminary results for the study of the godunov scheme applied to the linear wave equation with porosity at low mach number by Dellacherie Stéphane, Jung Jonathan, Omnes Pascal

“…This allows to partly explain the inaccuracy of the Godunov scheme at low Mach number on cartesian meshes and to propose two corrections: a first one named low Mach and a second one named all Mach. …”
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Formulas for the Number of Weak Homomorphisms from Paths to Ladder Graphs and Stacked Prism Graphs by Hatairat Yingtaweesittikul, Sayan Panma, Penying Rochanakul

“…A ladder graph is the Cartesian product of two paths, where one of the paths has only one edge. …”
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On the generalized Hamming weights of certain Reed–Muller-type codes by González-Sarabia Manuel, Jaramillo Delio, Villarreal Rafael H.

“…Datta for the r-th generalized Hamming weight of an a ne cartesian code. Using this combinatorial formula we give an easy to evaluate formula to compute the r-th generalized Hamming weight for a family of a ne cartesian codes. …”
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