A Shape Preserving Class of Two-Frequency Trigonometric B-Spline Curves by Gudrun Albrecht, Esmeralda Mainar, Juan Manuel Peña, Beatriz Rubio

“…The proposed trigonometric spline curves can be used for CAM design, trajectory-generation, data fitting on the sphere and even to define new algebraic-trigonometric Pythagorean-Hodograph curves and their piecewise counterparts allowing the resolution of <inline-formula><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><semantics><msup><mi>C</mi><mrow><mo>(</mo><mn>3</mn></mrow></msup></semantics></math></inline-formula> Hermite interpolation problems.…”
Get full text

Penalaran Kreatif Siswa SMP dalam Menyelesaikan Masalah Sistem Persamaan Linier Dua Variabel (SPLDV) by Wildan Hakim, I Made Sulandra, Erry Hidayanto

“…But at number 2, S2 uses intuitive intention, the idea that emerges as a guess and test strategy in making decisions based on feeling and intrinsic that produce spontaneous answers. (4) Mathematical foundation, S1 and S2 use the properties of algebraic operations well in completing the given SPLDV. …”
Get full text

Infinite Series and Logarithmic Integrals Associated to Differentiation with Respect to Parameters of the Whittaker W<i>_κ,μ</i>(<i>x</i>) Function II by Alexander Apelblat, Juan Luis González-Santander

“…Furthermore, it is possible to obtain these parameter derivatives in terms of infinite integrals, with integrands containing elementary functions (products of algebraic, exponential, and logarithmic functions), from the integral representation of <inline-formula><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><semantics><mrow><msub><mi mathvariant="normal">W</mi><mrow><mi>κ</mi><mo>,</mo><mi>μ</mi></mrow></msub><mfenced open="(" close=")"><mi>x</mi></mfenced></mrow></semantics></math></inline-formula>. …”
Get full text

COMPARISON OF CRUSTAL DEFORMATION RATES ESTIMATED FROM SEISMIC AND GPS DATA ON THE BISHKEK GEODYNAMIC POLYGON by N. A. Sycheva, A. N. Mansurov

“…To estimate tensor's value in every single grid node a system of linear algebraic equations was solved by the weighted least-squares method. …”
Get full text

ADAPTIVE SHORT-TERM FORECASTING OF ELECTRICITY CONSUMPTION BY AUTONOMOUS POWER SYSTEMS OF SMALL NORTHERN SETTLEMENTS BASED ON RETROSPECTIVE REGRESSION ANALYSIS METHODS by Alexander S. Glazyrin, Evgeniy V. Bolovin, Olga V. Arkhipova, Vladimir Z. Kovalev, Rustam N. Khamitov, Sergey N. Kladiev, Alexander A. Filipas, Vadim V. Timoshkin, Vladimir A. Kopyrin

“…At the same time the preliminary information received from the object - RIEC's responses, is written in the form of a system of linear algebraic equations presented in matrix form. Finding of coefficients at basis functions is carried out taking into account the method of least squares, and the solution of the received equations on the basis of Kaczmarz method. …”
Get full text

On two resolvent matrices of the truncated Hausdorff matrix moment problem by A. E. Choque-Rivero, B. E. Medina-Hernandez

“…Although in the present work algebraic identities are used, to prove the relation between $U^{(2n+1)}$ and $V^{(2n+1)}$, the analytic justification of both resolvent matrices relies on the V.P. …”
Get full text

Dynamics and Embedded Internet of Things Input Shaping Control for Overhead Cranes Transporting Multibody Payloads by Gerardo Peláez, Joshua Vaugan, Pablo Izquierdo, Higinio Rubio, Juan Carlos García-Prada

“…This work examines the issue of Embedded Internet of Things (IoT) Input Shaping with regard to real time control of multibody oscillatory systems whose dynamics are better described by differential algebraic equations (DAEs). An overhead crane hanging a double link multibody payload has been appointed as a benchmark case; it is a multibody, multimode system. …”
Get full text

HOLOMORPHIC EMBEDDING AS ANALYTICAL TECHNIQUE FOR CALCULATING ELECTRIC GRIDS OF OIL AND GAS DEPOSITSAND ASSESSING THEIR STABILITY by Yusup N. Isaev, Dmitry A. Kabalin, Alexander A. Filipas

“…Methods: Taylor expansion, analytic continuation, Padé approximation, solving algebraic equations by the recursive method. Results. …”
Get full text

Study of reactive flow, ground deformation and real-time tomography with applications on CO₂ sequestration by Wang, Haoyue

Get full text

Networked interactions, graphical models and econometrics perspectives in data analysis by Seby, Jean-Baptiste.

Get full text

Theory and application of left-handed metamaterials by Pacheco, Joe, 1978-

Get full text

Systems modeling for electric ship design by Soultatis, Charalambos

Get full text

Goal-oriented inference : theoretical foundations and application to carbon capture and storage by Lieberman, Chad Eric

Get full text

Exponential convergence of spectral approximations and time-domain computation of scattering problems. by Zhao, Xiaodan.

“…The spectral method employs global orthogonal polynomials or Fourier complex exponentials as basis functions, so it enjoys high-order accuracy (with only a few basis functions), if the underlying function is smooth (and periodic in the Fourier case). The typical algebraic order of convergence (i.e., $O(n^{-r})$, where $n$ is the number of polynomial basis functions, and $r$ is related to the Sobolev-regularity of the underlying function), is well documented in various monographs on spectral methods. …”
Get full text

Part I: Development of sample preparation method for analysis of total iodine in air filters. Part II: Application of Inductively coupled plasma-mass spectrometry in analysis of r... by Tiong, Diane Ling Ying

“…Therefore, in this chapter, a mass spectrometric method that uses an experimentally derived algebraic correction factor was developed that requires sample pretreatment with TEVA and UTEVA resin cartridges to separate the plutonium (TEVA) and uranium (UTEVA) in the sample. …”
Get full text

Russo–Seymour–Welsh estimates for the Kostlan ensemble of random polynomials by Belyaev, D, Muirhead, S, Wigman, I

“…In this paper we establish RSW-type estimates for the nodal sets of the Kostlan ensemble in dimension two, providing a rigorous relation between random algebraic curves and percolation. The estimates are uniform with respect to the degree of the polynomials, and are valid on all relevant scales; this, in particular, resolves an open question raised recently by Beffara–Gayet. …”

Quantum quenches in closed and open spin chains: a thesis in two parts by Robertson, J

“…The Lindbladian in question is solved using an algebraic feature called ‘operator-space fragmentation’ which leads to exponentially many invariant subspaces. …”

Generic and Indexed Programming

“…<i>Generic programming</i> is about making programs more widely applicable via exotic kinds of parametrization—not just along the dimensions of values or of types, but also of things such as the shape of data, algebraic structures, strategies, computational paradigms, and so on. …”

Network modelling of bioactive porous media by Krause, A

“…This also allows us to use tools from dynamical systems theory which are substantially more tractable in the finite dimensional setting of ODEs (with algebraic conditions for the fluid flow), as opposed to the infinite dimensional setting of PDEs (consisting of coupled elliptic and parabolic equations). …”

Widely linear dynamic quaternion valued least mean square algorithm for linear filtering by Mohammed, Aldulaimi Haydar Imad

“…Such signals are readily modeled as real normal vectors in R3 and R4; however; it has become obvious that there are advantages in processing multidimensional data in division algebras (quaternion domain). The progress in the statistics of quaternion variable, particularly augmented statistics and widely linear modeling; has opened up a new front of research in channel equalization, vector sensor modeling and system identification. …”
Get full text