<--- Back to Details
First PageDocument Content
Crystallography / Chemistry / Natural resources / Celsian / Feldspar / Orthogonal group
Date: 2007-08-28 11:09:52
Crystallography
Chemistry
Natural resources
Celsian
Feldspar
Orthogonal group

AmericanMineralogist,Volume70,pages969-974, 1985 Two independentrefinements of the structure of paracelsian, BaAl2Si2O3

Add to Reading List

Source URL: www.minsocam.org

Download Document from Source Website

File Size: 512,58 KB

Share Document on Facebook

Similar Documents

ORBISPACES, ORTHOGONAL SPACES, AND THE UNIVERSAL COMPACT LIE GROUP STEFAN SCHWEDE Introduction In this article we provide a new perspectives on unstable global homotopy theory: we interpret it as the

DocID: 1rZjw - View Document

Mathematical analysis / Mathematics / Special functions / Analytic number theory / Elliptic curve / Group theory / Analytic functions / Orthogonal polynomials / Barnes G-function

On polynomials attached to curves F. Morain Laboratoire d’Informatique de l’École polytechnique logoUW ECOL E

DocID: 1rsJK - View Document

Algebra / Mathematics / Geometry / Symmetry / Representation theory / Group actions / Lie groups / Quadratic forms / Invariant subspace / Equivariant map / Orthogonal group / Symmetry in mathematics

61 Doc. Math. J. DMV Hopf-Bifurcation in Systems with Spherical Symmetry Part I : Invariant Tori

DocID: 1qWl3 - View Document

Algebra / Quadratic forms / Mathematics / Isotropic quadratic form / Witt group / Quadratic / Alexander Merkurjev / Witt equivalence / Orthogonal group / Square / Albrecht Pfister / Quaternion algebra

3 List of Talks 1. Jon Arason Witt Groups of Projective Line Bundles

DocID: 1qRpC - View Document

Algebra / Mathematics / Abstract algebra / Polynomials / Galois theory / Orthogonal polynomials / Field theory / Generic polynomial / Quintic function / Transcendental number / Elliptic curve / SturmLiouville theory

1 On the field isomorphism problem of generic polynomials via formal Tschirnhausen transformation Akinari Hoshi and Katsuya Miyake Let k be a field and G a finite group. A k-generic polynomial for G covers all G-Galo

DocID: 1qQKB - View Document