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From: mwang@watmath.UUCP (mwang)
Newsgroups: ont.events
Subject: UW Seminar, Prof. Gladwell on "On deBoor and Goulb's Reconstruction of a Jacobean Matrix from Spectral Data"
Message-ID: <5307@watmath.UUCP>
Date: Wed, 25-May-83 14:12:47 EDT
Article-I.D.: watmath.5307
Posted: Wed May 25 14:12:47 1983
Date-Received: Thu, 26-May-83 01:49:40 EDT
Expires: Wed, 1-Jun-83 00:00:00 EDT
Organization: U of Waterloo, Ontario
Lines: 34


     _U_N_I_V_E_R_S_I_T_Y _O_F _W_A_T_E_R_L_O_O

     _D_E_P_A_R_T_M_E_N_T _O_F _C_O_M_P_U_T_E_R _S_C_I_E_N_C_E
     _j_o_i_n_t_l_y _w_i_t_h
     _D_E_P_A_R_T_M_E_N_T _O_F _A_P_P_L_I_E_D _M_A_T_H_E_M_A_T_I_C_S

     PRESENTS A SEMINAR ON

     On deBoor and Golub's Reconstruction of Jacobean Matrix from
     Spectral Data

     with

     Prof. G.M.L. Gladwell
     Civil Engineering Department
     University of Waterloo

     DATE:                Tuesday, May 31, 1983 at 3.30 PM

     ROOM:              MC 6091A

     ABSTRACT

     deBoor and Golub have shown how a Jacobean matrix A may
     be  constructed  from two spectra, the eigenvalues of A
     and of the matrix  B obtained by deleting the last  row
     and  column of A .  The reconstruction, which relies on
     the 3-term recurrence relation satisfied  by  sequences
     of  orthogonal  polynomials, is found to be numerically
     very stable.

                        May 25, 1983