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Maurizio Monge
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* Maurizio Monge
Maurizio Monge
,
an Italian mathematician and computer scientist, adjunct professor at the Intituto de Matematica of the
Universidade Federal do Rio de Janeiro
[1]
, and Ph.D. in 2012 from
Scuola Normale Superiore di Pisa
under supervision of
Roberto Dvornicich
[2]
. His research interests include
extensions of local fields
,
Galois modules
, structure of
recurrence sequences
, arithmetic of
function field
, and more recently
dynamical systems
[3]
.
Maurizio Monge
[4]
Table of Contents
Computer Chess
Perfect Hashing
Selected Publications
Forum Posts
External Links
References
What links here?
Computer Chess
Interested in computer chess programming, Maurizio Monge is author of the chess engines
RattateChess
and
RattatAjedrez
[5]
. He has further created various chess
piece sets
using
Inkscape
, available as
SVG
source, processed
PNG files
and
XBoard
theme
[6]
.
Perfect Hashing
Motivated by the application of
magic bitboards
, Maurizio published on its generalization of
perfect hashing
of numbers with sparse digit representation via multiplication by a constant, elaborating on
Convolution
,
Toeplitz matrix
, and
Schur polynomial
[7]
.
Selected Publications
[8]
[9]
Maurizio Monge
(
2010
).
Determination of the number of isomorphism classes of extensions of a p-adic field
.
Journal of Number Theory
, Vol. 131, No. 8
[10]
Giovanni Viglietta
,
Maurizio Monge
(
2010
).
The 3-dimensional searchlight scheduling problem
. CCCG
Maurizio Monge
(
2011
).
On perfect hashing of numbers with sparse digit representation via multiplication by a constant
.
Discrete Applied Mathematics, Vol. 159, No. 11
»
Magic Bitboards
Maurizio Monge
(
2012
).
A constructive theory for extensions of p-adic fields
. Ph.D. thesis,
Scuola Normale Superiore di Pisa
, advisor
Roberto Dvornicich
[11]
Forum Posts
What is Botvinnik-Markov extension?
by
Maurizio Monge
,
CCC
, October 26, 2005 »
Botvinnik-Markoff Extension
Conspiracy Numbers Search
by
Maurizio Monge
,
CCC
, November 11, 2005 »
Conspiracy Number Search
A. STEEN vs. FRUIT 2.2.1 {Posted at request of Graham Banks & M. Monge}
by A. Steen,
CCC
, November 24, 2005 »
Fruit
External Links
Maurizio Monge's homepage
Maurizio Monge's homepage - Programs
Maurizio Monge's homepage - Chess art
»
Pieces
,
2D Graphics Board
,
XBoard
The Mathematics Genealogy Project - Maurizio Monge
Maurizio Monge - Ph.D. student, Scuola Normale Superiore di Pisa | Mendeley
Maurizio Monge | LinkedIn
References
^
Maurizio Monge | LinkedIn
^
Maurizio Monge
(
2012
).
A constructive theory for extensions of p-adic fields
. Ph.D. thesis,
Scuola Normale Superiore di Pisa
, advisor
Roberto Dvornicich
^
Maurizio Monge's homepage
^
Maurizio Monge | LinkedIn
^
RattatAjedrez
^
Maurizio Monge's homepage - Chess art
^
Maurizio Monge
(
2011
).
On perfect hashing of numbers with sparse digit representation via multiplication by a constant
.
Discrete Applied Mathematics, Vol. 159, No. 11
^
dblp: Maurizio Monge
^
Maurizio Monge - Google Scholar Citations
^
Isomorphism class from Wikipedia
^
p-adic number from Wikipedia
What links here?
Page
Date Edited
2D Graphics Board
Sep 23, 2017
Arts
Nov 5, 2017
Botvinnik-Markoff Extension
Nov 27, 2015
CIPS 2007
Jan 6, 2014
Hash Table
Jan 1, 2018
IGWT 2013
Jun 23, 2014
IGWT 2014
Feb 2, 2016
Magic Bitboards
Apr 13, 2018
Mathematician
Apr 9, 2018
Maurizio Monge
Nov 27, 2015
People
Feb 28, 2018
Pieces
Feb 19, 2018
RattateChess
Dec 2, 2014
XBoard
Jan 21, 2018
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an Italian mathematician and computer scientist, adjunct professor at the Intituto de Matematica of the Universidade Federal do Rio de Janeiro [1], and Ph.D. in 2012 from Scuola Normale Superiore di Pisa under supervision of Roberto Dvornicich [2]. His research interests include extensions of local fields, Galois modules, structure of recurrence sequences, arithmetic of function field, and more recently dynamical systems [3].
Table of Contents
Computer Chess
Interested in computer chess programming, Maurizio Monge is author of the chess engines RattateChess and RattatAjedrez [5]. He has further created various chess piece sets using Inkscape, available as SVG source, processed PNG files and XBoard theme [6].Perfect Hashing
Motivated by the application of magic bitboards, Maurizio published on its generalization of perfect hashing of numbers with sparse digit representation via multiplication by a constant, elaborating on Convolution, Toeplitz matrix, and Schur polynomial [7].Selected Publications
[8] [9]Forum Posts
External Links
Maurizio Monge's homepage - Programs
Maurizio Monge's homepage - Chess art » Pieces, 2D Graphics Board, XBoard
References
What links here?
Up one level