Explication des kernels

[kahina_paper1.git] / mybibfile.bib

diff --git a/mybibfile.bib b/mybibfile.bib
index edd5f541a04204276ed0a02afae0f2b0caa0bd0d..690f22318220f839fdd70e96ba3c5989faa21adf 100644 (file)
--- a/mybibfile.bib
+++ b/mybibfile.bib
@@ -1,3 +1,34 @@
+@InCollection{newt1670,
+  author =     "Isaac Newton",
+  year =       "1670--71?",
+  title =      "Tractatus de Methodis Serierum et Fluxionum",
+  booktitle =  "The Mathematical Papers of Isaac Newton, III",
+  editor =     "D. T. Whiteside",
+  pages =      "32--353",
+  publisher =  "Cambridge University Press, Cambridge",
+  kwds =       "na, history, Newton's method",
+}x
+
+@Book{Cardano15,
+  author =     "Girolamo Cardano",
+  title =      "Ars Magna or The Rules of Algebra, 1545",
+  editor =     "T. Richard Witmer",
+  publisher =  "MIT",
+  year =       "1968",
+}x
+
+@Article{NH-Abel26,
+   title =   "Beweis der Unmöglichkeit, algebraische Gleichungen von höheren Graden als dem vierten allgemein aufzulösen",
+  journal = "J. reine angew, Math",
+  volume =  "1",
+  number =  "1",
+  pages =   "65--84",
+  year =    "1826",
+  author =  "Niels Henrik Abel",
+       
+}x
+
+
 @Article{Aberth73,
    title =   "Iteration Methods for Finding all Zeros of a Polynomial Simultaneously",
   journal = "Mathematics of Computation",
@@ -141,7 +172,7 @@
 }x
 
 @Article{Ostrowski41,
-  title =   "  On a Theorem by {J. L. Walsh} Concerning the Moduli of Roots of Algebraic Equations,Bull. A.M.S.",
+  title =   "  On a Theorem by {J. L. Walsh} Concerning the Moduli of Roots of Algebraic Equations. A.M.S.",
   journal = "  Algorithmes itératifs paralléles et distribués",
   volume =  "1",
   number =  "47",
@@ -165,7 +196,7 @@ OPTannote = {•}
 }
 
 @Article{Kahinall14,
-  title =   "Parallel implementation of the Durand-Kerner algorithm for polynomial root-finding on GPU",
+  title =   "Parallel implementation of the {D}urand-{K}erner algorithm for polynomial root-finding on {GPU}",
   journal = "IEEE. Conf. on advanced Networking, Distributed Systems and Applications",
   volume =  "",
   number =  "",
@@ -176,7 +207,7 @@ OPTannote = {•}
 
 @Article{Karimall98,
   
-  title =   "  Perfectionnements de la méthode asynchrone de Durand-Kerner pour les polynômes complexes",
+  title =   "  Perfectionnements de la méthode asynchrone de {D}urand-{K}erner pour les polynômes complexes",
   journal = "  Calculateurs Parallèles",
   volume =  "10",
   number =  "4",
@@ -229,14 +260,19 @@ OPTannote = {•}
   author =  "GS. Schedler",
 }x
 
-@Article{Winogard72,
-  title =   "  Parallel iteration methods",
-  journal = " Plenum, New York",
-  volume =  "",
-  number =  "",
-  pages =   "53-60",
-  year =    "1972",
-  author =  "S. Winogard",
+@InProceedings{Winogard72,
+  title =      "Parallel Iteration Methods",
+  author =     "S. Winograd",
+  bibdate =    "2011-09-13",
+  bibsource =  "DBLP,
+                http://dblp.uni-trier.de/db/conf/coco/cocc1972.html#Winograd72",
+  booktitle =  "Complexity of Computer Computations",
+  publisher =  "Plenum Press, New York",
+  year =       "1972",
+  editor =     "Raymond E. Miller and James W. Thatcher",
+  ISBN =       "0-306-30707-3",
+  pages =      "53--60",
+  series =     "The IBM Research Symposia Series",
 }x
 
 @Article{Benall68,
@@ -245,7 +281,7 @@ OPTannote = {•}
   volume =  "",
   number =  "",
   pages =   "340-349",
-  year =    "1968",
+  year =    "1988",
   author =  "M. Ben-Or AND E. Feig AND D. Kozzen AND P. Tiwary",
 }x
 
@@ -316,8 +352,9 @@ Article{Skachek08,
 }x
 
 
+
 @InProceedings{Gemignani07,
-  author =     "Luca Gemignani",
+  author =     "L. Gemignani",
   title =      "Structured matrix methods for polynomial
                 root-finding",
   editor =     "C. W. Brown",
@@ -358,7 +395,7 @@ Article{Skachek08,
 @Article{Skachek008,
   title =      "Probabilistic algorithm for finding roots of
                 linearized polynomials",
-  author =     "Vitaly Skachek and Ron M. Roth",
+  author =     "V. Skachek AND M. Roth",
   journal =    "Des. Codes Cryptography",
   year =       "2008",
   number =     "1",
@@ -383,7 +420,7 @@ Article{Skachek08,
 
 @InProceedings{Zhuall08,
   title =      "An Adaptive Algorithm Finding Multiple Roots of Polynomials",
-  author =     "Wei Zhu AND Zhe-zhao Zeng AND Dong-mei Lin",
+  author =     "W. Zhu AND Z. Zeng AND Dm. Lin",
   bibdate =    "2008-09-25",
   bibsource =  "DBLP,
                 http://dblp.uni-trier.de/db/conf/isnn/isnn2008-2.html#ZhuZL08",