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Second CSCUI-UAEH Join Meeting
CSUCI - Camarillo California - USA
Program
Monday
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8:30-
8:45 |
Provost/Welcome Coffee |
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8:50-
9:10 |
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Juárez Zamora
Anabel
UAEH
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Explicit Formulation of
Fibonacci's Numbers
Abstract. In elementary mathematics there are many
interesting yet difficult problems which have become
part of the ``math folklore''. Many of these
problems are of great theoretical interest besides
their recreational value. This is the case for the
numerical sequence known as Fibonacci's numbers.
These numbers can be deduced with a recursive
relation. However, if we want to calculate the nth Fibonacci's
number, we have to calculate the n-1 previous
numbers. In this talk we will deduce a formula to
calculate the nth number directly. |
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9:15-
9:35 |
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Flores
America
CSUCI
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Labeling for Wheel
Graphs
Abstract: |
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9:40- 10:00 |
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Villeda Roldán
Angélica
UAEH
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Plankton: A growth
model
Abstract: In the past, the
marine studies were an exclusive work of the
developed countries. In our days and for many
reasons - one of them the overexploitation of the
marine resources-, most of the countries take part
in the study of the oceans. In this talk, I will
explain a plankton growth model, a set of small
organisms, most of them invisible to simple sight,
which float in sweet or salty waters and which
provide, directly or indirectly, feed for almost all
the animals who inhabit these waters. |
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10:20- 11:10 |
Ruben
Martinez UAEH:
"Everything fits in Hilbert space, if you know how to place it"
Abstract: Following the Mexican proverb about "a little jar", we
will show how the geometry of Hilbert space allows many
surprising facts. Hilbert space is the natural
infinite-dimensional version of our everyday world, so these
phenomena are quite surprising. In particular, we will talk
about measuring distances, contracting spheres and some of the
dynamics inside a Hilbert space that are quite shocking at first
sight. |
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11:20- 12:10
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Jorge
Garcia CSUCI
"How
many tops and bottoms of mountains can there be? "
Abstract: Given a continuous function, it is intuitively clear
that the set of points where the maxima or minima are achieved
is countable. In this talk, we deal with the values of the
maxima or minima for a continuous function. We wonder wheatear
or not this set is finite, countable or uncountable. Then we
explore the same question for discontinuous functions. Finally
we explore the same question for generalized local extrema and
for any type of function.
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Franco Mejía
Ana Cecilia
UAEH
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Series de Tiermpo
Abstract: |
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12:25- 2:00 |
Lunch |
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2:00-
2:20 |
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Evans, Brice, MacDounagh, Moreno
John, Daniel, James, Victor
CSUCI
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Algebraic Geometry,
Observations.
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2:25-
2:45 |
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Canales Licona
Diana Xochitl
UAEH
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ˇCalcúlate una distancia!
Abstract: In this talk and poster we try to approach
the problem to find expressions for the distance of
a given complex square matrix, which is not normal,
to the set of the normal matrices.
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|
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6:00-9:00 |
Reception at
Ivona's House |
Second CSCUI-UAEH Join Meeting
CSUCI - Camarillo California - USA
Program
Tuesday
|
8:30- 8:45 |
Coffee |
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8:50- 9:10 |
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Téllez Téllez
Iván
Romero Ayala
Rubí
UAEH
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Póster: El Calendario Maya
Plática: Numeración Maya |
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9:15- 9:35 |
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Rieger
Cole
CSUCI
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"Computer
Game Design and Developement at CSUCI"
Abstract: |
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9:40- 10:00 |
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Valdés Rabling
Fernando
UAEH
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Mirando el Arte con ojos
Matemáticos
Abstract: |
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10:20- 11:10 |
Delil
Gómez-Portugal Aguilar, CIMA-UAEH
"Statistical Problems in Radiocarbon Dating: a Bayesian
approach"
Abstract: Radiocarbon dating is one of the most widely used
scientific dating technique. It also defines an area that
provides with numerous opportunities for the application of
Bayesian methods. In this talk we first discuss the role of
Statistics in modeling the relationship between ages obtained
through radiocarbon dating and true calendar ages (the
radiocarbon calibration curve). We also present a Bayesian model
for such curve, and sketch some typical archaeological problems
that involve radiocarbon dating.
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11:20- 12:10 |
Cindy
Wyels CSUCI
”Pebbling and Radio Labeling.” |
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12:25- 2:00 |
Lunch |
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2:00- 2:20 |
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Olvera Hernandez
Miguel Ángel
UAEH
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Self-Similar Sets
Abstract: In this talk we will define a self-similar set
on a metric space and show the existence and uniqueness
of this set. |
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2:25- 2:45 |
Hann
Nick
CSUCI
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Series Construction of Euler's Constant
Abstract:
A series construction of Euler's Constant (due
to Vacca in 1910) will be given. The talk will
also attempt to show a relationship between the
discrete and continuous branches of mathematics,
manifested by the harmonic series and the
natural logarithm. Finally, a relationship to
permutation theory will be discussed.
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Second CSCUI-UAEH Join Meeting
CSUCI - Camarillo California - USA
Program
Wednesday
|
8:30- 8:45 |
Coffee |
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8:50-
9:10 |
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Grande Sánchez
Simón
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Análisis del consumo de agua
potable en el valle de Pachuca
Abstract: |
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9:15- 9:35 |
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Moreno
Victor
CSUCI
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"Rational Points and Irreducible
Polynomials"
Abstract: An open problem on
finding a point inside of the unit square whose distance
to the corners are all ratinals is studied, some
observations and implications are shown. |
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9:40- 10:00 |
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Pérez Zúńiga
Yolanda
UAEH
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Cómo calcular la prima de un
Seguro
Abstract: |
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10:20- 11:10 |
Fernando Barrera UAEH
"A
book presentation: A different approach to eigentheory"
Abstract: In this book we present an alternative way to obtain
main results concerning eigenvalues and eigenvectors. |
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11:20- 12:10 |
Geoffrey Buhl CSUCI
”Algebraic
Monsters” |
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12:25- 1:00 |
Lunch |
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1:30- 2:30 |
Business
Meeting
(Free for students) |
Second CSCUI-UAEH Join Meeting
CSUCI - Camarillo California - USA
Program
Thursday
|
8:30- 8:45 |
Provost/Welcome Coffee |
|
8:50- 9:10 |
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Vargas Manzano
José Aurelio
UAEH
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The Stone of the Sun
Abstract: |
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9:15- 9:35 |
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Bennet
David
CSUCI
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Presentation on Graph Pebbling
Abstract: Given a simply connected
graph $G$ and a vertex set $[u,v]$, we define a pebbling
configuration $p(G)$ as the distribution of $n$ pebbles
across the vertex set. We define a series of pebbling
moves as the removing of two pebbles from any given $v$
and replacing one of them on any adjacent vertex $u$. $p(G)$
is called \emph{solvable} if there exists a minimum
number $\pi$ such that any targeted vertex may be
reached by a series of pebbling moves. Likewise, $p(G)$
is called \emph{unsolvable} if for any given $\pi$ a
given targeted vertex \emph{can not} be reached by any
pebbling moves. We will discuss this process further as
well as give examples of pebbling distributions, both
solvable and unsolvable. |
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9:40- 10:00 |
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Hernández Trejo
Bertín
UAEH
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Rosenfeld's Theorem and
the Digital Topology
Digital Topology has arisen in
order to study geometric and topological properties
of digital images. Rosenfeld's Theorem is an analog
of the Jordan Curve Theorem, but in the digital
plane ( Z × Z). This theorem is an important tool in
the development of the theory of Digital Topology.
In this talk we will define the basic terms we need
to state Rosenfeld's Theorem, and we show some
examples. |
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10:20- 11:10 |
Orlando Avila UAEH
"N problems
from the new /building-up/way to describe imaterials"
Abstract: In this talk, a very easy formulation of a
heterogeneous
elastic
media will be presented. Following the model of a single
sandwich strip with some simulations, several problems coming
from possible applications will be discussed. |
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11:20- 12:10 |
Maria Nogin CSUCI
”Braids, knots, and links".
Abstract: To most people, a braid is what some women do with
their hair. But braids are also studied by mathematicians. In
this talk we will show that braids (or, more precisely,
equivalence classes of braids with n strands) form a group. We
will also discuss relationships between braids, knots, and
links. |
|
12:25- 1:00 |
Lunch/
Dean Visit |
|
1:00- 2:00 |
Leave to
Getty Museum |
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2:00- 4:00 |
Getty Museum |
| Talks |
All Talks will in room 2414 (Second
Floor Bell Tower) |
| Computers
|
For internet access, you can use
the user id is TC1952 and the password is TC1952 or
the user id is tc1958 and the password is tc1958 or
the user id is tc1972 and the password is tc1972
Computers are located in different rooms in campus, you can try
Math Tutor Center 1512 (First Floor Bell Tower) |
| Food |
Breakfast
from 7:45 to 8:15
Lunch from 12 to 2.
Breakfast and Lunch will be served at the cafeteria: Salon A (see map)
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| Phone |
Dr. Grzegorczyk, 437-8868
Dr. Wyels 437-3260
Dr. Garcia 437-2769 Cell 407-0757
Dr. Leonard 437-3127
Dr. Buhl 437-3122
Inside CSUCI dial number 9 before any of the above.
To call Mexico you can use a phone card and dial:
(011)(52)(771)71..... |
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