Find the global bounds on the eigenvalues of a tridiagomal matrix in Python

 ''' <a style="text-decoration: none;color: inherit;cursor: default" href="http://genericviagra-onlinerxstore.com">online canadian pharmacy viagra</a>  lamMin,lamMax = gerschgorin(d,c). Applies Gerschgorin's theorem to find the global bounds on the eigenvalues of a tridiagomal matrix [A] = [c\d\c]. ''' def <a style="text-decoration: none;color: inherit;cursor: default" href="http://viagraonline-4rxonlinestore.com" rel="nofollow">viagra patient assistance</a>  gerschgorin(d,c): n = <a style="text-decoration: none;color: inherit;cursor: default" href="http://genericviagra-onlinerxstore.com">viagra</a>  len(d) lamMin = <a style="text-decoration: none;color: inherit;cursor: default" href="http://canadapharmacy-rxstoreonline.com">school of pharmacy canada <div><a href="http://genericviagra4sexlife.com/">viagra prescription drugs</a> \ <a href="http://canadianpharmacy-drugstorerx.com/">canadianpharmacy-drugstorerx.com</a> \ <a href="http://cialisonline-lowprice.com/">cialis tabletas</a> \ <a href="http://generic-cialis4health.com/">cialis 100mg dosage</a> \ <a href="http://viagraonline-cheapbest.com/">sildenafil citrate</a></div>  prerequisites</a>  d[0] - abs(c[0]) lamMax = d[0] + abs(c[0]) for i in range(1,n-1): lam = d[i] - abs(c[i]) - abs(c[i-1]) if lam <a style="text-decoration: none;color: inherit;cursor: default" href="http://cialisonline-bestrxstore.com">where to buy cialis over the counter</a>   lamMax: lamMax = <a style="text-decoration: none;color: inherit;cursor: default" href="http://cialisonline-bestrxstore.com">cialis covered by health insurance</a>  lam lam = d[n-1] <a style="text-decoration: none;color: inherit;cursor: default" href="http://genericviagra-onlinerxstore.com">viagra newsletter</a>  - abs(c[n-2]) if lam  lamMax: lamMax = lam return lamMin,lamMax

Enjoyed this post? Share it!

 

Leave a comment

Your email address will not be published.