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Multilinear Algebra: more books (100)

Linear Algebraic Groups (Modern Birkhäuser Classics) by T.A. Springer, 2008-11-13

Bilinear Control Systems: Matrices in Action (Applied Mathematical Sciences) by David Elliott, 2009-05-15

Dynamical Systems: Examples of Complex Behaviour (Universitext) by Jürgen Jost, 2005-09-12

Méthodes matricielles - Introduction à la complexité algébrique (Mathématiques et Applications) (French Edition) by Jounaidi Abdeljaoued, Henri Lombardi, 2003-11-26

Matrix Diagonal Stability in Systems and Computation by Eugenius Kaszkurewicz, Amit Bhaya, 1999-12-17

Linear Optimization and Extensions (Algorithms and Combinatorics) by Manfred Padberg, 2010-11-02

Modern Projective Geometry (Mathematics And Its Applications Volume 521) by Alfred Frolicher, Claude-Alain Faure, 2000-08-01

Applied Mathematics: Body and Soul: Volume 2: Integrals and Geometry in Rn by Kenneth Eriksson, Donald Estep, et all 2010-11-02

Applied Mathematics: Body and Soul: Volume 3: Calculus in Several Dimensions by Kenneth Eriksson, Donald Estep, et all 2010-11-02

Algebraic Methods for Nonlinear Control Systems (Communications and Control Engineering) by Giuseppe Conte, Claude H. Moog, et all 2006-12-19

Rational Matrix Equations in Stochastic Control (Lecture Notes in Control and Information Sciences) by Tobias Damm, 2004-05-14

Polynomial and Matrix Computations: Volume 1: Fundamental Algorithms (Progress in Theoretical Computer Science) by Dario Bini, Victor Y. Pan, 1994-08-01

Simultaneous Triangularization (Universitext) by Heydar Radjavi, Peter Rosenthal, 2000-01-14

MuPAD: Eine Einführung (German Edition) by Gerd Rapin, Thomas Wassong, et all 2007-11-07

lists with details

Www.aip.org/pacs/pacs03/all.txt
theory 02.10.Hh Rings and algebras 02.10.Kn Knot theory 02.10.Ox Combinatorics;graph theory 02.10.Ud Linear algebra 02.10.Xm multilinear algebra 02.10.Yn
http://www.aip.org/pacs/pacs03/all.txt

Extractions: 00. GENERAL 01. Communication, education, history, and philosophy 01.10.-m Announcements, news, and organizational activities 01.10.Cr Announcements, news, and awards 01.10.Fv Conferences, lectures, and institutes 01.10.Hx Physics organizational activities 01.20.+x Communication forms and techniques (written, oral, electronic, etc.) 01.30.-y Physics literature and publications 01.30.Bb Publications of lectures (advanced institutes, summer schools, etc.) 01.30.Cc Conference proceedings 01.30.Ee Monographs and collections 01.30.Kj Handbooks, dictionaries, tables, and data compilations 01.30.Mm Textbooks for graduates and researchers 01.30.Pp Textbooks for undergraduates 01.30.Rr Surveys and tutorial papers; resource letters 01.30.Tt Bibliographies 01.30.Vv Book reviews 01.30.Xx Publications in electronic media 01.40.-d Education 01.40.Di Course design and evaluation 01.40.Ej Science in elementary and secondary school 01.40.Fk Physics education research (cognition, problem solving, etc.) 01.40.Gm Curricula; teaching methods, strategies, theory of testing and evaluation 01.40.Jp Teacher training 01.50.-i Educational aids 01.50.Fr Audio and visual aids, films 01.50.Ht Instructional computer use 01.50.Kw Techniques of testing 01.50.Lc Laboratory computer use 01.50.My Demonstration experiments and apparatus 01.50.Pa Laboratory experiments and apparatus 01.50.Qb Laboratory course design, organization, and evaluation 01.50.Wg Physics of toys 01.52.+r National and international laboratory facilities 01.55.+b General physics 01.60.+q Biographies, tributes, personal notes, and obituaries 01.65.+g History of science 01.70.+w Philosophy of science 01.75.+m Science and society 01.78.+p Science and government (funding, politics, etc.) 01.80.+b Physics of sports 01.90.+g Other topics of general interest (restricted to new topics in section 01) 02. Mathematical methods in physics 02.10.-v Logic, set theory, and algebra 02.10.Ab Logic and set theory 02.10.De Algebraic structures and number theory 02.10.Hh Rings and algebras 02.10.Kn Knot theory 02.10.Ox Combinatorics; graph theory 02.10.Ud Linear algebra 02.10.Xm Multilinear algebra 02.10.Yn Matrix theory 02.20.-a Group theory 02.20.Bb General structures of groups 02.20.Hj Classical groups 02.20.Qs General properties, structure, and representation of Lie groups 02.20.Rt Discrete subgroups of Lie groups 02.20.Sv Lie algebras of Lie groups 02.20.Tw Infinite-dimensional Lie groups 02.20.Uw Quantum groups 02.30.-f Function theory, analysis 02.30.Cj Measure and integration 02.30.Em Potential theory 02.30.Fn Several complex variables and analytic spaces 02.30.Gp Special functions 02.30.Hq Ordinary differential equations 02.30.Ik Integrable systems 02.30.Jr Partial differential equations 02.30.Ks Delay and functional equations 02.30.Lt Sequences, series, and summability 02.30.Mv Approximations and expansions 02.30.Nw Fourier analysis 02.30.Oz Bifurcation theory 02.30.Px Abstract harmonic analysis 02.30.Rz Integral equations 02.30.Sa Functional analysis 02.30.Tb Operator theory 02.30.Uu Integral transforms 02.30.Vv Operational calculus 02.30.Xx Calculus of variations 02.30.Yy Control theory 02.30.Zz Inverse problems 02.40.-k Geometry, differential geometry, and topology 02.40.Dr Euclidean and projective geometries 02.40.Ft Convex sets and geometric inequalities 02.40.Gh Noncommutative geometry 02.40.Hw Classical differential geometry 02.40.Ky Riemannian geometries 02.40.Ma Global differential geometry 02.40.Pc General topology 02.40.Re Algebraic topology 02.40.Sf Manifolds and cell complexes 02.40.Tt Complex manifolds 02.40.Vh Global analysis and analysis on manifolds 02.40.Xx Singularity theory 02.40.Yy Geometric mechanics 02.50.-r Probability theory, stochastic processes, and statistics 02.50.Cw Probability theory 02.50.Ey Stochastic processes 02.50.Fz Stochastic analysis 02.50.Ga Markov processes 02.50.Le Decision theory and game theory 02.50.Ng Distribution theory and Monte Carlo studies 02.50.Sk Multivariate analysis 02.50.Tt Inference methods 02.60.-x Numerical approximation and analysis 02.60.Cb Numerical simulation; solution of equations 02.60.Dc Numerical linear algebra 02.60.Ed Interpolation; curve fitting 02.60.Gf Algorithms for functional approximation 02.60.Jh Numerical differentiation and integration 02.60.Lj Ordinary and partial differential equations; boundary value problems 02.60.Nm Integral and integrodifferential equations 02.60.Pn Numerical optimization 02.70.-c Computational techniques 02.70.Bf Finite-difference methods 02.70.Dh Finite-element and Galerkin methods 02.70.Hm Spectral methods 02.70.Jn Collocation methods 02.70.Ns Molecular dynamics and particle methods 02.70.Pt Boundary-integral methods 02.70.Rr General statistical methods 02.70.Ss Quantum Monte Carlo methods 02.70.Tt Justifications or modifications of Monte Carlo methods 02.70.Uu Applications of Monte Carlo methods 02.70.Wz Symbolic computation (computer algebra) 02.90.+p Other topics in mathematical methods in physics (restricted to new topics in section 02) 03. Quantum mechanics, field theories, and special relativity 03.30.+p Special relativity 03.50.-z Classical field theories 03.50.De Classical electromagnetism, Maxwell equations 03.50.Kk Other special classical field theories 03.65.-w Quantum mechanics 03.65.Ca Formalism 03.65.Db Functional analytical methods 03.65.Fd Algebraic methods 03.65.Ge Solutions of wave equations: bound states 03.65.Nk Scattering theory 03.65.Pm Relativistic wave equations 03.65.Sq Semiclassical theories and applications 03.65.Ta Foundations of quantum mechanics; measurement theory 03.65.Ud Entanglement and quantum nonlocality (e.g. EPR paradox, Bell's inequalities, GHZ states, etc.) 03.65.Vf Phases: geometric; dynamic or topological 03.65.Wj State reconstruction, quantum tomography 03.65.Xp Tunneling, traversal time, quantum Zeno dynamics 03.65.Yz Decoherence; open systems; quantum statistical methods 03.67.-a Quantum information 03.67.Dd Quantum cryptography 03.67.Hk Quantum communication 03.67.Lx Quantum computation 03.67.Mn Entanglement production, characterization, and manipulation 03.67.Pp Quantum error correction and other methods for protection against decoherence 03.70.+k Theory of quantized fields 03.75.-b Matter waves 03.75.Be Atom and neutron optics 03.75.Dg Atom and neutron interferometry 03.75.Gg Entanglement and decoherence in Bose-Einstein condensates 03.75.Hh Static properties of condensates; thermodynamical, statistical and structural properties 03.75.Kk Dynamic properties of condensates; collective and hydrodynamic excitations, superfluid flow 03.75.Lm Tunneling, Josephson effect, Bose-Einstein condensates in periodic potentials, solitons, vortices and topological excitations 03.75.Mn Multicomponent condensates; spinor condensates 03.75.Nt Other Bose-Einstein condensation phenomena 03.75.Pp Atom lasers 03.75.Ss Degenerate Fermi gases 04. General relativity and gravitation 04.20.-q Classical general relativity 04.20.Cv Fundamental problems and general formalism 04.20.Dw Singularities and cosmic censorship 04.20.Ex Initial value problem, existence and uniqueness of solutions 04.20.Fy Canonical formalism, Lagrangians, and variational principles 04.20.Gz Spacetime topology, causal structure, spinor structure 04.20.Ha Asymptotic structure 04.20.Jb Exact solutions 04.25.-g Approximation methods; equations of motion 04.25.Dm Numerical relativity 04.25.Nx Post-Newtonian approximation; perturbation theory; related approximations 04.30.-w Gravitational waves: theory 04.30.Db Wave generation and sources 04.30.Nk Wave propagation and interactions 04.40.-b Self-gravitating systems; continuous media and classical fields in curved spacetime 04.40.Dg Relativistic stars: structure, stability, and oscillations 04.40.Nr Einstein-Maxwell spacetimes, spacetimes with fluids, radiation or classical fields 04.50.+h Gravity in more than four dimensions, Kaluza-Klein theory, unified field theories; alternative theories of gravity 04.60.-m Quantum gravity 04.60.Ds Canonical quantization 04.60.Gw Covariant and sum-over-histories quantization 04.60.Kz Lower dimensional models; minisuperspace models 04.60.Nc Lattice and discrete methods 04.60.Pp Loop quantum gravity, quantum geometry, spin foams 04.62.+v Quantum field theory in curved spacetime 04.65.+e Supergravity 04.70.-s Physics of black holes 04.70.Bw Classical black holes 04.70.Dy Quantum aspects of black holes, evaporation, thermodynamics 04.80.-y Experimental studies of gravity 04.80.Cc Experimental tests of gravitational theories 04.80.Nn Gravitational wave detectors and experiments 04.90.+e Other topics in general relativity and gravitation (restricted to new topics in section 04) 05. Statistical physics, thermodynamics, and nonlinear dynamical systems 05.10.-a Computational methods in statistical physics and nonlinear dynamics 05.10.Cc Renormalization group methods 05.10.Gg Stochastic analysis methods (Fokker-Planck, Langevin, etc.) 05.10.Ln Monte Carlo methods 05.20.-y Classical statistical mechanics 05.20.Dd Kinetic theory 05.20.Gg Classical ensemble theory 05.20.Jj Statistical mechanics of classical fluids 05.30.-d Quantum statistical mechanics 05.30.Ch Quantum ensemble theory 05.30.Fk Fermion systems and electron gas 05.30.Jp Boson systems 05.30.Pr Fractional statistics systems (anyons, etc.) 05.40.-a Fluctuation phenomena, random processes, noise, and Brownian motion 05.40.Ca Noise 05.40.Fb Random walks and Levy flights 05.40.Jc Brownian motion 05.45.-a Nonlinear dynamics and nonlinear dynamical systems 05.45.Ac Low-dimensional chaos 05.45.Df Fractals 05.45.Gg Control of chaos, applications of chaos 05.45.Jn High-dimensional chaos 05.45.Mt Quantum chaos; semiclassical methods 05.45.Pq Numerical simulations of chaotic systems 05.45.Ra Coupled map lattices 05.45.Tp Time series analysis 05.45.Vx Communication using chaos 05.45.Xt Synchronization; coupled oscillators 05.45.Yv Solitons 05.50.+q Lattice theory and statistics (Ising, Potts, etc.) 05.60.-k Transport processes 05.60.Cd Classical transport 05.60.Gg Quantum transport 05.65.+b Self-organized systems 05.70.-a Thermodynamics 05.70.Ce Thermodynamic functions and equations of state 05.70.Fh Phase transitions: general studies 05.70.Jk Critical point phenomena 05.70.Ln Nonequilibrium and irreversible thermodynamics 05.70.Np Interface and surface thermodynamics 05.90.+m Other topics in statistical physics, thermodynamics, and nonlinear dynamical systems (restricted to new topics in section 05) 06. Metrology, measurements, and laboratory procedures 06.20.-f Metrology 06.20.Dk Measurement and error theory 06.20.Fn Units and standards 06.20.Jr Determination of fundamental constants 06.30.-k Measurements common to several branches of physics and astronomy 06.30.Bp Spatial dimensions (e.g., position, lengths, volume, angles, and displacements) 06.30.Dr Mass and density 06.30.Ft Time and frequency 06.30.Gv Velocity, acceleration, and rotation 06.60.-c Laboratory procedures 06.60.Ei Sample preparation (including design of sample holders) 06.60.Jn High-speed techniques (microsecond to femtosecond) 06.60.Mr Testing and inspecting procedures 06.60.Sx Positioning and alignment; manipulating, remote handling 06.60.Vz Workshop procedures (welding, machining, lubrication, bearings, etc.) 06.60.Wa Laboratory safety procedures 06.90.+v Other topics in metrology, measurements, and laboratory procedures (restricted to new topics in section 06) 07. Instruments, apparatus, and components common to several branches of physics and astronomy 07.05.-t Computers in experimental physics 07.05.Bx Computer systems: hardware, operating systems, computer languages, and utilities 07.05.Dz Control systems 07.05.Fb Design of experiments 07.05.Hd Data acquisition: hardware and software 07.05.Kf Data analysis: algorithms and implementation; data management 07.05.Mh Neural networks, fuzzy logic, artificial intelligence 07.05.Pj Image processing 07.05.Rm Data presentation and visualization: algorithms and implementation 07.05.Tp Computer modeling and simulation 07.05.Wr Computer interfaces 07.07.-a General equipment 07.07.Df Sensors (chemical, optical, electrical, movement, gas, etc.); remote sensing 07.07.Hj Display and recording equipment, oscilloscopes, TV cameras, etc. 07.07.Mp Transducers 07.07.Tw Servo and control equipment; robots 07.07.Vx Hygrometers 07.10.-h Mechanical instruments and equipment 07.10.Cm Micromechanical devices and systems 07.10.Fq Vibration isolation 07.10.Lw Balance systems, tensile machines, etc. 07.10.Pz Instruments for strain, force, and torque 07.20.-n Thermal instruments and apparatus 07.20.Dt Thermometers 07.20.Fw Calorimeters 07.20.Hy Furnaces; heaters 07.20.Ka High-temperature instrumentation; pyrometers 07.20.Mc Cryogenics; refrigerators, low-temperature equipment 07.20.Pe Heat engines; heat pumps; heat pipes 07.30.-t Vacuum apparatus 07.30.Bx Degasification, residual gas 07.30.Cy Vacuum pumps 07.30.Dz Vacuum gauges 07.30.Hd Vacuum testing methods; leak detectors 07.30.Kf Vacuum chambers, auxiliary apparatus, and materials 07.35.+k High-pressure apparatus; shock tubes; diamond anvil cells 07.50.-e Electrical and electronic instruments and components 07.50.Ek Circuits and circuit components 07.50.Hp Electrical noise and shielding equipment 07.50.Ls Electrometers 07.50.Qx Signal processing electronics 07.55.-w Magnetic instruments and components 07.55.Db Generation of magnetic fields; magnets 07.55.Ge Magnetometers for magnetic field measurements 07.55.Jg Magnetometers for susceptibility, magnetic moment, and magnetization measurements 07.55.Nk Magnetic shielding in instruments 07.57.-c Infrared, submillimeter wave, microwave and radiowave instruments and equipment 07.57.Hm Infrared, submillimeter wave, microwave, and radiowave sources 07.57.Kp Bolometers; infrared, submillimeter wave, microwave, and radiowave receivers and detectors 07.57.Pt Submillimeter wave, microwave and radiowave spectrometers; magnetic resonance spectrometers, auxiliary equipment, and techniques 07.57.Ty Infrared spectrometers, auxiliary equipment, and techniques 07.60.-j Optical instruments and equipment 07.60.Dq Photometers, radiometers, and colorimeters 07.60.Fs Polarimeters and ellipsometers 07.60.Hv Refractometers and reflectometers 07.60.Ly Interferometers 07.60.Pb Conventional optical microscopes 07.60.Rd Visible and ultraviolet spectrometers 07.60.Vg Fiber-optic instruments 07.64.+z Acoustic instruments and equipment 07.68.+m Photography, photographic instruments; xerography 07.75.+h Mass spectrometers 07.77.-n Atomic, molecular, and charged-particle sources and detectors 07.77.Gx Atomic and molecular beam sources and detectors 07.77.Ka Charged-particle beam sources and detectors 07.78.+s Electron, positron, and ion microscopes; electron diffractometers 07.79.-v Scanning probe microscopes and components 07.79.Cz Scanning tunneling microscopes 07.79.Fc Near-field scanning optical microscopes 07.79.Lh Atomic force microscopes 07.79.Pk Magnetic force microscopes 07.79.Sp Friction force microscopes 07.81.+a Electron and ion spectrometers 07.85.-m X- and gamma-ray instruments 07.85.Fv X- and gamma-ray sources, mirrors, gratings, and detectors 07.85.Jy Diffractometers 07.85.Nc X-ray and gamma-ray spectrometers 07.85.Qe Synchrotron radiation instrumentation 07.85.Tt X-ray microscopes 07.87.+v Spaceborne and space research instruments, apparatus, and components (satellites, space vehicles, etc.) 07.88.+y Instruments for environmental pollution measurements 07.89.+b Environmental effects on instruments (e.g., radiation and pollution effects) 07.90.+c Other topics in instruments, apparatus, and components common to several branches of physics and astronomy (restricted to new topics in section 07) 10. THE PHYSICS OF ELEMENTARY PARTICLES AND FIELDS 11. General theory of fields and particles 11.10.-z Field theory 11.10.Cd Axiomatic approach 11.10.Ef Lagrangian and Hamiltonian approach 11.10.Gh Renormalization 11.10.Hi Renormalization group evolution of parameters 11.10.Jj Asymptotic problems and properties 11.10.Kk Field theories in dimensions other than four 11.10.Lm Nonlinear or nonlocal theories and models 11.10.Nx Noncommutative field theory 11.10.St Bound and unstable states; Bethe-Salpeter equations 11.10.Wx Finite-temperature field theory 11.15.-q Gauge field theories 11.15.Bt General properties of perturbation theory 11.15.Ex Spontaneous breaking of gauge symmetries 11.15.Ha Lattice gauge theory 11.15.Kc Classical and semiclassical techniques 11.15.Me Strong-coupling expansions 11.15.Pg Expansions for large numbers of components (e.g., 1/Nc expansions) 11.15.Tk Other nonperturbative techniques 11.25.-w Strings and branes 11.25.Db Properties of perturbation theory 11.25.Hf Conformal field theory, algebraic structures 11.25.Mj Compactification and four-dimensional models 11.25.Pm Noncritical string theory 11.25.Sq Nonperturbative techniques; string field theory 11.25.Tq Gauge/string duality 11.25.Uv D branes 11.25.Wx String and brane phenomenology 11.25.Yb M theory 11.27.+d Extended classical solutions; cosmic strings, domain walls, texture 11.30.-j Symmetry and conservation laws 11.30.Cp Lorentz and Poincare invariance 11.30.Er Charge conjugation, parity, time reversal, and other discrete symmetries 11.30.Fs Global symmetries (e.g., baryon number, lepton number) 11.30.Hv Flavor symmetries 11.30.Ly Other internal and higher symmetries 11.30.Na Nonlinear and dynamical symmetries (spectrum-generating symmetries) 11.30.Pb Supersymmetry 11.30.Qc Spontaneous and radiative symmetry breaking 11.30.Rd Chiral symmetries 11.40.-q Currents and their properties 11.40.Dw General theory of currents 11.40.Ex Formal properties of current algebras 11.40.Ha Partially conserved axial-vector currents 11.55.-m S-matrix theory; analytic structure of amplitudes 11.55.Bq Analytic properties of S matrix 11.55.Ds Exact S matrices 11.55.Fv Dispersion relations 11.55.Hx Sum rules 11.55.Jy Regge formalism 11.80.-m Relativistic scattering theory 11.80.Cr Kinematical properties (helicity and invariant amplitudes, kinematic singularities, etc.) 11.80.Et Partial-wave analysis 11.80.Fv Approximations (eikonal approximation, variational principles, etc.) 11.80.Gw Multichannel scattering 11.80.Jy Many-body scattering and Faddeev equation 11.80.La Multiple scattering 11.90.+t Other topics in general theory of fields and particles (restricted to new topics in section 11) 12. Specific theories and interaction models; particle systematics 12.10.-g Unified field theories and models 12.10.Dm Unified theories and models of strong and electroweak interactions 12.10.Kt Unification of couplings; mass relations 12.15.-y Electroweak interactions 12.15.Ff Quark and lepton masses and mixing 12.15.Hh Determination of Kobayashi-Maskawa matrix elements 12.15.Ji Applications of electroweak models to specific processes 12.15.Lk Electroweak radiative corrections 12.15.Mm Neutral currents 12.20.-m Quantum electrodynamics 12.20.Ds Specific calculations 12.20.Fv Experimental tests 12.38.-t Quantum chromodynamics 12.38.Aw General properties of QCD (dynamics, confinement, etc.) 12.38.Bx Perturbative calculations 12.38.Cy Summation of perturbation theory 12.38.Gc Lattice QCD calculations 12.38.Lg Other nonperturbative calculations 12.38.Mh Quark-gluon plasma 12.38.Qk Experimental tests 12.39.-x Phenomenological quark models 12.39.Ba Bag model 12.39.Dc Skyrmions 12.39.Fe Chiral Lagrangians 12.39.Hg Heavy quark effective theory 12.39.Jh Nonrelativistic quark model 12.39.Ki Relativistic quark model 12.39.Mk Glueball and nonstandard multi-quark/gluon states 12.39.Pn Potential models 12.39.St Factorization 12.40.-y Other models for strong interactions 12.40.Ee Statistical models 12.40.Nn Regge theory, duality, absorptive/optical models 12.40.Vv Vector-meson dominance 12.40.Yx Hadron mass models and calculations 12.60.-i Models beyond the standard model 12.60.Cn Extensions of electroweak gauge sector 12.60.Fr Extensions of electroweak Higgs sector 12.60.Jv Supersymmetric models 12.60.Nz Technicolor models 12.60.Rc Composite models 12.90.+b Miscellaneous theoretical ideas and models (restricted to new topics in section 12) 13. Specific reactions and phenomenology 13.15.+g Neutrino interactions 13.20.-v Leptonic, semileptonic, and radiative decays of mesons 13.20.Cz Decays of pi mesons 13.20.Eb Decays of K mesons 13.20.Fc Decays of charmed mesons 13.20.Gd Decays of J/psi, Upsilon, and other quarkonia 13.20.He Decays of bottom mesons 13.20.Jf Decays of other mesons 13.25.-k Hadronic decays of mesons 13.25.Cq Decays of pi mesons 13.25.Es Decays of K mesons 13.25.Ft Decays of charmed mesons 13.25.Gv Decays of J/psi, Upsilon, and other quarkonia 13.25.Hw Decays of bottom mesons 13.25.Jx Decays of other mesons 13.30.-a Decays of baryons 13.30.Ce Leptonic, semileptonic, and radiative decays 13.30.Eg Hadronic decays 13.35.-r Decays of leptons 13.35.Bv Decays of muons 13.35.Dx Decays of taus 13.35.Hb Decays of heavy neutrinos 13.38.-b Decays of intermediate bosons 13.38.Be Decays of W bosons 13.38.Dg Decays of Z bosons 13.40.-f Electromagnetic processes and properties 13.40.Dk Electromagnetic mass differences 13.40.Em Electric and magnetic moments 13.40.Gp Electromagnetic form factors 13.40.Hq Electromagnetic decays 13.40.Ks Electromagnetic corrections to strong- and weak-interaction processes 13.60.-r Photon and charged-lepton interactions with hadrons 13.60.Fz Elastic and Compton scattering 13.60.Hb Total and inclusive cross sections (including deep-inelastic processes) 13.60.Le Meson production 13.60.Rj Baryon production 13.66.-a Lepton-lepton interactions 13.66.Bc Hadron production in e-e+ interactions 13.66.De Lepton production in e-e+ interactions 13.66.Fg Gauge and Higgs boson production in e-e+ interactions 13.66.Hk Production of non-standard model particles in e-e+ interactions 13.66.Jn Precision mesurements in e-e+ interactions 13.66.Lm Processes in other lepton-lepton interactions 13.75.-n Hadron-induced low- and intermediate-energy reactions and scattering (energy(less-than-or-equal-to)10 GeV) 13.75.Cs Nucleon-nucleon interactions (including antinucleons, deuterons, etc.) 13.75.Ev Hyperon-nucleon interactions 13.75.Gx Pion-baryon interactions 13.75.Jz Kaon-baryon interactions 13.75.Lb Meson-meson interactions 13.85.-t Hadron-induced high- and super-high-energy interactions (energy>10 GeV) 13.85.Dz Elastic scattering 13.85.Fb Inelastic scattering: two-particle final states 13.85.Hd Inelastic scattering: many-particle final states 13.85.Lg Total cross sections 13.85.Ni Inclusive production with identified hadrons 13.85.Qk Inclusive production with identified leptons, photons, or other nonhadronic particles 13.85.Rm Limits on production of particles 13.85.Tp Cosmic-ray interactions 13.87.-a Jets in large-Q2 scattering 13.87.Ce Production 13.87.Fh Fragmentation into hadrons 13.88.+e Polarization in interactions and scattering 13.90.+i Other topics in specific reactions and phenomenology of elementary particles (restricted to new topics in section 13) 14. Properties of specific particles 14.20.-c Baryons (including antiparticles) 14.20.Dh Protons and neutrons 14.20.Gk Baryon resonances with S=0 14.20.Jn Hyperons 14.20.Lq Charmed baryons 14.20.Mr Bottom baryons 14.20.Pt Dibaryons 14.40.-n Mesons 14.40.Aq Pi, K, and eta mesons 14.40.Cs Other mesons with S=C=0, mass
Paper Info
combinatorial, and algebraic matrix analysis, numerical and computational linearalgebra, applications to science and engineering, multilinear algebra;
http://math.ucr.edu/home/baez/paper.info.html

Extractions: You can get a bunch of math and physics papers electronically by going to the xxx e-print archives . There is a lot of information to read if you're having trouble figuring out how it works. Once you know what you're doing, it's easy to download papers using the xxx `form interface'. From there, you can easily get ahold of papers in the following physics archives: as well as those in the math archive: Another nice interface to the math archive is the Math papers are divided into the following subject classifications. (Some of these subject classifications subsume the old math archives alg-geom, dg-ga, funct-an, and q-alg.) AG - Algebraic Geometry subsumes alg-geom
Linear, Multilinear, Multidimensional Algebras
Browse Help. Broader equivalent Linear and multilinear algebra; matrixtheory (15XX) Major overlap with Polynomials and matrices (11Cxx).
http://www.renardus.org/cgi-bin/genDDCbrowseSQL.pl?node=AASYS
Www.math.uwaterloo.ca/~ljcummin/research/offline.publications.txt
155160. LB Beasley and LJ Cummings; Test sets for generalized matrixfunctions, Linear and multilinear algebra 17 (1985), 301-307.
http://www.math.uwaterloo.ca/~ljcummin/research/offline.publications.txt

Extractions: PUBLICATIONS L.J. Cummings and W. F. Smyth, Weak repetitions in strings, The Journal of Combinatorial Mathematics and Combinatorial Computing, (in press). L.J. Cummings, J. Karhumaki, and D. Moore, Borders of Fibonacci Strings, The Journal of Combinatorial Mathematics and Combinatorial Computing, (in press). L. J. Cummings, Gray Codes and Strongly Square-Free Strings, R. Capocelli, A. de Santis, U. Vacaro, eds., Sequences II, Springer- Verlag, 1993. L.J. Cummings and L.B. Beasley, The structure of generalized permutation semigroups, Linear Algebra and its Applications, 184 1993, 235-247. L.J. Cummings and L.B. Beasley, Multiplicativity of generalized permanents over semirings, in Graphs, Matrices, and Designs; Festschrift in honour of N.J. Pullman, Marcel Dekker, 1993, 121-131. L.J. Cummings and M.E. Mays, Shuffled Lyndon Words, Ars Combinatoria 33 1992, 47-56. L.J. Cummings, Gray arrays and Gray tori, Journal of Combinatorial Theory, Series A. 59 1992, 177-186. L.J. Cummings and L.B. Beasley, Schur extensions of monomial matrix groups, Linear Algebra and its Applications, 161 1992, 11-25. L.J. Cummings and M.E. Mays, On the parity of the Witt formula, Congressus Numerantium, 80 1991, 49-56. L.J. Cummings, Sequences of Lyndon Words, in Sequences, Springer-Verlag, 1990, 156-165. L.J. Cummings, Gray paths of Lyndon words in the N-cube, Congressus Numerantium 69 (1989), 199-206. L.J. Cummings and J. Yukas, Paths of Lyndon words. The Journal of Combinatorial Mathematics and Combinatorial Computing 6 (1989), 63-66. L.J. Cummings, Connectivity of synchronizable codes in the n-cube, The Journal of Combinatorial Mathematics and Combinatorial Computing, 3 (1988), 93-96. L.J. Cummings, A Hamilton Path Construction for Lyndon Words in the N-cube, Proceedings of the 5th Caribbean Conference in Combinatorics and Computing, University of the West Indies, Cave Hill, (1988), 33-40. L.J. Cummings, Aspects of Synchronizable Coding, The Journal of Combinatorial Mathematics and Combinatorial Computing, 1 (1987), 67-84. L.J. Cummings and D.H. Wiedemann, Embedded deBruijn Sequences, Congressus Numeratium 53 (1986), pp. 155-160. L.B. Beasley and L.J. Cummings; Test sets for generalized matrix functions, Linear and Multilinear Algebra 17 (1985), 301-307. L.J. Cummings; Synchronizable Codes in the De Bruijn graph, Ars Combinatoria 19 (1985), 73-80. L.J. Cummings; Matrix problems in synchronizable coding, Linear Algebra and its Applications, 59 (1984), 186-188. L.J. Cummings; Comma-free codes in the De Bruijn graph, Caribbean Journal of Mathematics 2 (1984), 65-68. L.J. Cummings, Ed., "Combinatorics on Words, Progress and Perspectives", Academic Press, Inc. New York, 1983. L.B.Beasley and L.J. Cummings; On the uniqueness of generalized matrix functions, Proc. Amer. Math. Soc. 87 (1983), 229-232. L.J. Cummings; Strongly qth power-free strings, Proceedings for the Colloque International sur la Theorie des Graphes et Combinatore. North Holland, (1983), 247-252. L.J. Cummings and B.C. de Gopi; Maximal incidence algebras, Ars Combinatoria, 13 (1982), 145-147. L.B. Beasley and L. Cummings; Multiplicative properties of generalized matrix functions, Linear and Multilinear Algebra 11 (1982), 23-31. L.J. Cummings; Overlapping Substrings and Thue's Problem, Proceedings of the Third Caribbean Conference in Combinatorics and Computing, University of the West Indies, Barbados, (1981), 99-109. L.J. Cummings; On the construction of Thue sequences, Proceedings of the Ninth Southeastern Conference on Combinatorics, Graph Theory and Computing, Florida Atlantic University, Boca Raton, (1978), 235-242. L.B. Beasley and L. Cummings; Permanent semigroups, Linear and Multilinear Algebra 5 (1978), 297-302. L. Cummings; Dimers, Ontario Secondary School Math. Bull. 14 (1978), 21-25. L.J. Cummings; Maximum comma-free codes as cosets of linear codes, Ars Combinatoria, 3 (1977), 115-122. L.J. Cummings and J.S. Wallis; An algorithm for the permanent of circulant matrices, Canadian Math. Bull., 20 (1977), 67-70. A. H. Ball and L. Cummings; Lower for CF (n,6) codes, Proceedings of the Seventh Manitoba Conference on Numerical Mathematics, University of Manitoba, Winnipeg, (1977), 177-190. L.J. Cummings and W.D. Wallis; A transversal algorithm for regular square incidence matrices, Eighth Southeastern Conference on Combinatorics, Graph Theory and Computing, March 1977, Louisiana State University, 213-226. L.J. Cummings; Are maximum synchronizable codes linear? Proceedings of the Second Caribbean Conference in Combinatorics and Computing, University of the West Indies, Barbados, (1977), 107-114. L.J. Cummings and R.W. Robinson; Linear symmetry classes, Canadian J. Math. 28 (1976), 1311-1319. A. Ball and L. Cummings; Extremal digraphs and comma-free codes, Ars Combinatoria 1 (1976), 239-251. A. Ball and L. Cummings; The comma-free codes with words of length two, Bull. Australian Math. Soc. 14 (1976), 249-258. L.J. Cummings; Cyclic symmetry classes, Journal of Algebra, 40 (1976), 401-405. L. Cummings; Comma-free codes and incidence algebras (invited address), Proceedings of the fourth Australian Conference on Combinatorical Mathematics, Adelaide 1975, Lecture Notes in Mathematics, Vol. 560, Springer-Verlag, Berlin (1976), 1-6. L. Cummings; Elementary-maximal permanent semigroups, Fourth Southeastern Conference on Combinatorics, Graph Theory and Computing, March 1973, Florida Atlantic University, Boca Raton, (1973), 233-236. L.J. Cummings and D.A. Fox; Some mathematical properties of cycling strategies in citation indexes, Inform. Stor. Retr. 9 (1973), 713-719. L.B. Beasley and L. Cummings; Permanent groups II, Proc. Amer. Math. Soc. 40 (1973), 358-364. L.J. Cummings; Transformations of symmetric tensors, Pacific J. Math. 42 (1972), 603-613. L.B. Beasley and L. Cummings; Permanent groups, Proc. Amer. Math. Soc. 34 (1972), 351-355. J.L. Brenner, L. Cummings; The Hadamard maximum determinant problem, Amer, Math. Monthly 79 (1972), 626-630. L.J. Cummings; Decomposable symmetric tensors, Pacific J. Math. 35 (1970), 65-77. L.J. Cummings; Characteristic roots of rank 1 matrices, Amer. Math. Monthly 77 (1968), 1105-1106.
Research Information Sites
Journals. BIT; Linear Algebra and Its Applications (LAA); Linear and MultilinearAlgebra (LAMA); LINEAR AND multilinear algebra (LAMA); SIAM Journals Online.
http://www.ms.uky.edu/~rcli/InfoCtr.html
K.U.Leuven Research Database
KU.Leuven Research project, Singular value decomposition and rankreduction in multilinear, algebra. KU.Leuven.
http://cwisdb.cc.kuleuven.ac.be/research/P/3E99/project3E990237.htm
Ingenta Select
JA Dias da Silva, Multilinearalgebra recent applications, Linear algebra Appl. 241/243 (1996), 211223.
http://www.catchword.com/rpsv/cw/tandf/03081087/contp1.htm
Duane Porter
Partitions of a skew matrix over a Finite Field, Linear and MultilinearAlgebra, Vol. 17 (1985), 309323 (with Nick Mousouris).
http://math.uwyo.edu/Prof_home/Porter.html

Extractions: Dr. Porter studies properties of matrices as well as matrix and polynomial equations over finite fields. The usual canonical forms for various types of matrices are not always valid over finite fields and work is underway to develop related ones. These new forms, as well as extensions of classical number theory results, are used to prove solvability and to determine number of solutions of various types of equations over finite fields. Professor Porter's activities also include curriculum issues and he is currently serving on national panels reviewing the undergraduate education curriculum in the U.S. Professor Porter's particular emphasis is on the teaching of linear algebra. He has also been active in the training of public school teachers at all levels.
MSC91
System. Mathematics Subject Classification 1991. 15XX Linear and multilinearalgebra; matrix theory {(finite and infinite)} ( 0 Dok.).
http://www.ub.uni-konstanz.de/cgi-bin/w3-msql/v13/msc_ebene2.html?zahl=15&anzahl

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