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• Sample Size Determination for Logistic Regression: A Simulation Study
• Sample Size Problems in ANOVA Bayesian Point of View
• A Sampler of Elegant Programs
• Sampling Distributions for Random Data
• SARAH 3.2: Dirac gauginos, UFO output, and more
• SARAH 4: A tool for (not only SUSY) model builders
• Sastry automorphisms
• Scale-Up and Economic Analysis for the Design of Supercritical Fluid Extraction Equipment for Remediation of Soil
• Scaling Rules for Nonlinear Thin Film Optical Waveguides
• Scaling Up Output Capacity and Performance Results from Information Systems Prototypes
• Scattering from metamaterial coated nihility sphere
• The Schmidt-Kolchin Conjecture
• Schroedinger.m: A Mathematica Package for Solving the Time-Independent Schrödinger Equation
• Scientific Visualization in the Circuits Curriculum: Enhancing Student Insight
• SecDec-3.0: Numerical evaluation of multi-scale integrals beyond one loop
• SecDec: A general program for sector decomposition
• The Second Set of Magic Angles of Projectile Motion
• Second-order collision-induced light scattering: a spherical tensor approach
• Seidel Aberration Coefficients for Radial Gradient-Index Lenses
• Selected Mathematica Tools for Mathematical Programming
• Selection at Work in Self-Incompatible Arabidopsis lyrata: Mating Patterns in a Natural Population
• Semantica: Semantic Pattern Matching in Mathematica
• A semi-analytical iterative method for solving nonlinear thin film flow problems
• Semi-analytical solution of path-independent nonlinear finite element models
• Semi-automated proper orthogonal decomposition reduced order model non-linear analysis for future BWR stability
• Semi-numerical Iterative Series Solution of Linear Algebraic Equations with Mathematica
• Semianalytic solution for transport of a two-member decay chain in discrete parallel fractures
• Semiclassical Laser-Cooling Theory for a Trapped Multistate Ion
• Semiclassical Treatment of Two-Center Electron-Electron Interactions in Energetic Atomic Collisions: Screening Effects
• Sequences, Series and Mathematica
• Series as a Computational Differentiation Tool
• The Series Sum[n^m x^n, {n, 1, Infinity}] and a Pascal-like Triangle
• Service control of a queuing system with nonrenewal arrivals and phase type services
• Shape Estimation of Radioactive Spent Resins in a Storage Tank Using the Sampled Pattern Matching
• Shape Functions Generation with Mathematica
• The Shape of a Projectile's Path: Explorations with a Computer Algebra System
• Shape Recognition in Three Dimensions
• Shape sensitivity analysis and design studies for CAD flume sections
• Shear waves in elastic medium with void pores welded between vertically inhomogeneous and anisotropic magnetoelastic semi-infinite media
• Shear-Induced Opening of the Coronal Magnetic Field
• Shohat-Favard and Chebyshev's methods in d-orthogonality
• The Shooting Method Revisited
• Shooting the buckled plate
• Short Wavelets and Matrix Dilation Equations
• Sierpinski's Monster Made Palette-able
• Signal Amplitude Uncertainty of a Digiquartz Pressure Transducer Due to Static Calibration Error
• Signal processing with Mathematica: active learning in the engineering classroom
• The significance of computer algebra for researching the geometry of the triangle
• Similarity method for imploding strong shocks in a non-ideal relaxing gas
• Simple Analytical Representation of Atomic Electron Charge Densities, Electrostatic Potentials, and Local Exchange Potentials
• A Simple Approach to the Design of a Shielded Gradient Probe for High-Resolution In-Vivo Spectroscopy
• Simple Calculation of the Velocity Profiles for Pulsatile Flow in a Blood Vessel Using Mathematica
• Simple Closed Paths
• Simple Evaluation of Franck-Condon Factors and Non-Condon Effects in the Morse Potential
• Simple Mathematical Expressions for Spectral Extinction and Scattering Properties of Small Size-parameter Particles, Including Examples for Soot and TiO2
• A Simple Program for Computing Characteristic Polynomials with Mathematica
• A Simple Quantum Integro-Differential Solver (SQuIDS)
• A Simplified Model Describing Enhanced Growth Rates During Vapor Phase Selective Epitaxy
• Simplifying SAW calculations
• Simplifying Tensor Polynomials with Indices
• Simulating Evolution with Mathematica
• Simulating Experiences: Excursions in Programming. Catastrophes in Complex Systems
• Simulating Experiences: Excursions in Programming. Modelling Nature with Cellular Automata, Part 1: One-Dimensional CAs
• Simulating Experiences: Excursions in Programming. Percolation Clustering
• Simulating Experiences: Excursions in Programming. Spreading Phenomena
• Simulating Experiences: Excursions in Programming. The Game of Life
• Simulating multivariate g-and-h distributions
• Simulation and interpretation of 2D diffraction patterns from self-assembled nanostructured films at arbitrary angles of incidence: From grazing incidence (above the critical angle) to transmission perpendicular to the substrate
• Simulation of a Quantum Algorithm for Phase Estimation
• Simulation of Classical Queuing Systems with Mathematica
• Simulation of Collisionally Excited Atomic States
• Simulation of Electron Density Maps for Two-Dimensional Crystal Structures Using Mathematica
• Simulation of Flexible Manipulators using Newton Euler Inverse Dynamic Model
• Simulation of Minimal Surfaces by Isovector Methods
• Simulation of planar channeling-radiation spectra of relativistic electrons and positrons channeled in a diamond-structure or tungsten single crystal (classical approach)
• Simulation of positron energy distributions from a hybrid positron source based on channeling radiation
• Simulation of Power Electronic Circuits with Principles Used in Wave Digital Filters
• Simulation of Quantum Error Correction by Means of QuantumCircuit Package
• Simulation of the approximate solutions of the time-fractional multi-term wave equations
• Simulation of the relativistic electron dynamics and acceleration in a linearly-chirped laser pulse
• Singular value decomposition for the Takagi factorization of symmetric matrices
• Singularities of the One- and Two-point Mass Gravitational Lens
• Singularly perturbed control systems using non-commutative computer algebra
• Sixth-order modifications of Newton’s method based on Stolarsky and Gini means
• A Sizing Strategy for combining DC & AC Constraints in Analog Circuit Design
• Skeletal Muscle Degeneration and Regeneration after Femoral Artery Ligation in Mice: Monitoring with Diffusion MR Imaging
• Skew Densities and Ensemble Inference for Financial Economics
• SLAM, a Mathematica interface for SUSY spectrum generators
• Slavnov-Taylor1.0: A Mathematica package for computation in BRST formalism
• Slip effects on heat and mass transfer in MHD micropolar fluid flow over an inclined plate with thermal radiation and chemical reaction
• Slip effects on MHD mixed convection stagnation point flow of a micropolar fluid towards a shrinking vertical sheet
• Slip Effects on the Peristaltic Motion of Nanofluid in a Channel With Wall Properties
• SNA - a toolbox for the stoichiometric analysis of metabolic networks
• SNEG – Mathematica package for symbolic calculations with second-quantization-operator expressions
• Snowflakes
• Social Simulations: Modeling a Society of Mobile Heterogeneous Individuals
• Social Simulations: Real-World Computing
• Social Simulations: The Prisoner's Dilemma
• Social Simulations: Transmitting Culture: Part I
• Social Simulations: Transmitting Culture: Part II

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