• W12SC3

• Referenced in 1 article [sw19876]
• W12SC3: supersonic wing design and analysis. COREL and W12SC3 are two computer programs useful in the aerodynamic design and analysis of wings for supersonic maneuvering. ...

• W2CWM2C

• Referenced in 1 article [sw32637]
• R package W2CWM2C: A Graphical Tool for Wavelet (Cross) Correlation and Wavelet Multiple (Cross) Correlation Analysis. Set of functions that improves the graphical presentations of ...

• W3Bcrypt

• Referenced in 1 article [sw30069]
• W3Bcrypt: Encryption as a stylesheet. While web-based communications ( e.g., webmail or web chatrooms) are increasingly protected by transport-layer cryptographic mechanisms, such as the SSL/TLS ...

• W4s

• Referenced in 8 articles [sw36454]
• W4s: a real-time system for detecting and tracking people in 2 1/2-d. W4S is a real time visual surveillance system for detecting and tracking people ...

• WADE

• Referenced in 3 articles [sw08954]
• WADE: a software platform to develop mission critical applications exploiting agents and workflow. In this paper, we describe two mission critical applications currently deployed by ...

• waffle

• Referenced in 0 articles [sw18464]
• R package waffle. Create Waffle Chart Visualizations in R. Square pie charts (a.k.a. waffle charts) can be used to communicate parts of a whole for ...

• Waffles

• Referenced in 2 articles [sw08061]
• Waffles: a machine learning toolkit. We present a breadth-oriented collection of cross-platform command-line tools for researchers in machine learning called Waffles. The Waffles tools are ...

• WAFO

• Referenced in 23 articles [sw07370]
• WAFO is a toolbox of Matlab routines for statistical analysis and simulation of random waves and random loads. WAFO is freely redistributable software, see WAFO ...

• WALA

• Referenced in 2 articles [sw04113]
• The T. J. Watson Libraries for Analysis (WALA) provide static analysis capabilities for Java bytecode and related languages and for JavaScript. The system is licensed ...

• waLBerla

• Referenced in 21 articles [sw01472]
• waLBerla: Optimization for itanium-based systems with thousands of processors. Performance optimization is an issue at different levels, in particular for computing and communication intensive codes ...

• waldi

• Referenced in 1 article [sw28827]
• R package waldi provides methods to compute location-adjusted Wald statistics and confidence intervals for popular model classes including glm and brglmFit (see the brglm2 R ...

• Waldmeister

• Referenced in 44 articles [sw19568]
• Waldmeister is a theorem prover for unit equational logic. Its proof procedure is unfailing Knuth-Bendix completion [BDP89]. Waldmeister’s main advantage is that efficiency has been ...

• WAlg

• Referenced in 3 articles [sw25288]
• MasterPVA and WAlg: Mathematica packages for Poisson vertex algebras and classical affine W-algebras. We give an introduction to the Mathematica packages ”MasterPVA” and ”MasterPVAmulti used ...

• WALi

• Referenced in 2 articles [sw33480]
• WALi: the weighted automaton library.

• WALi-NWA

• Referenced in 0 articles [sw33481]
• WALi: Nested-Word Automata. WALi-NWA is a C++ library for constructing, querying, and operating on nested-word automata. It is a portion of the WALi library, which ...

• WalkCarefully

• Referenced in 7 articles [sw19297]
• ”The Quasi-Holonomic Ansatz and Restricted Lattice Walks” by Manuel Kauers and Doron Zeilberger. This article is accompanied by the following Maple packages ...

• walker

• Referenced in 1 article [sw35066]
• R package walker: Bayesian Generalized Linear Models with Time-Varying Coefficients. Bayesian generalized linear models with time-varying coefficients. Gaussian, Poisson, and binomial observations are supported. The ...

• walkr

• Referenced in 2 articles [sw29155]
• walkr: MCMC Sampling from Non-Negative ConvexPolytopes.

• Walks

• Referenced in 7 articles [sw19291]
• ”The Quasi-Holonomic Ansatz and Restricted Lattice Walks” by Manuel Kauers and Doron Zeilberger. This article is accompanied by the following Mathematica packages...

• WALKSab

• Referenced in 1 article [sw19263]
• This is WALKSab That automatically generates, and solves the algebraic equations for the generating functions let’s call them F[0,i](x[a],x[-b]), for i=0,1, ..., b-1 for walks ...