RE: Proposal for new Physics Vector classes in ROOT

From: Faine, Valeri <>
Date: Mon, 6 Jun 2005 09:57:50 -0400

Look attractive,
However, the style is confusing. It certainly does not fit the

Best regards

> -----Original Message-----
> From: []
> Behalf Of Lorenzo Moneta
> Sent: Monday, June 06, 2005 4:51 AM
> To:
> Cc: Andras Zsenei; Mf Mf; Walter E Brown
> Subject: [ROOT] Proposal for new Physics Vector classes in ROOT
> Dear ROOT users,
> This is a proposal describing new Physics Vector classes for 3D
> (geometrical Points and Vectors) and 4D (LorentzVectors) with their
> operations and transformations (rotations).
> The proposal is available, together with a prototype describing the
> API for the classes at
> These new classes will be part of the new mathcore package
> (part of libCore) and also available as a standalone library
> (libMathCore).
> The main characteristics as explained in the linked Web page are:
> -possibility to have Vector based on various coordinate systems
> such as Cartesian, Polar and Cylindrical
> -distinction between position vectors (Points) and displacement
> vectors
> -possibility to have classes based on arbitrary scalar type (they
> are templated on the scalar value type)
> An easy connection to Linear Algebra Vector and Matrices classes is
> also provided.
> The plan is to release a first version in the new ROOT version 5 at the
> end of the month.
> The current Physics classes, TVector3, TLorentzVector, .. will be kept,
> and eventually they will be reimplemented using the new Vector classes
> (but still being back compatible).
> It is also planned to add to libMathCore other classes such as
> -Random number generators
> -Numerical algorithms such as adaptive integration,
> differentiation, root finders
> - Some basics mathematical functions
> In addition we will provide a libMathMore library with a more
> complete set of functions and algorithms
> based on the GNU GSL library.
> Any comments, or feedback or criticism is highly welcomed,
> Best Regards
> Lorenzo Moneta (on behalf of the ROOT Math Library Team)
Received on Mon Jun 06 2005 - 15:58:07 MEST

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