IICMA 2015

Transcription

IICMA 2015

Advanced Program Book
IICMA
2015
The 3rd IndoMS International Conference on
Mathematics and Its Applications
In conjunction with
International Symposium on Current Progress in Mathematics and Sciences
(ISCPMS) 2015
November 3rd and 4th 2015
Depok, Indonesia
Advanced Program IICMA 2015
IICMA 2015 in conjunction with
ISCPMS 2015
CONFERENCE INFORMATION
Dates
November 3th – November 4th 2015
Organizer
Indonesian Mathematical Society (IndoMS) and
Department of Mathematics, Faculty of Mathematics
and Natural Sciences, Universitas Indonesia
Venue
The Margo Hotel Depok
Jalan Margonda Raya, No. 358, Beji, Depok.
Phone : 021-29515888
Website : themargohotel.com
Official Language English
Secretariat
Department of Mathematics,
Faculty of Mathematics and Natural Sciences,
Universitas Indonesia
Kampus UI, Depok
Depok, 16424
Indonesia
Phone : 021-7863439, 021-7862719
Fax : 021-7863439
www.math.ui.ac.id
Conf. website
http://sci.ui.ac.id/iicma2015
Email
iicma2015@sci.ui.ac.id
ISCPMS 2015
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Committees
Honorary Chairs :
• Muhammad Anis (Universitas Indonesia)
• Budi Nurani Ruchjana (Indonesian Mathematical Society—IndoMS)
Steering Committee :
• Belawati Widjaja (Universitas Indonesia)
• Djati Kerami (Universitas Indonesia)
• Sri Mardiyati (Universitas Indonesia)
• Budi Nurani (IndoMS)
• Kiki A. Sugeng (Universitas Indonesia)
• Edy Cahyono (IndoMS)
• Zulkardi (IndoMS)
Local Chairs :
• Alhadi Bustamam (Chairman)
• Hengki Tasman (co-Chairman)
• Nora Hariadi (Secretary)
• Fevi Novkaniza (Treasurer)
Local Committee :
• Alhaji Akbar Bachtiar
• Siti Aminah
• Arie Wibowo
• Siti Nurrohmah
• Bevina D. Handari
• Suarsih Utama
• Dhian Widya
• Suryadi M.T.
• Dian Lestari
• Suryadi S.I.S.
• Dipo Aldila
• Thia Sabel Permata
• Frederick Poyk
• Titin Siswantining
• Gatot F. Hertono
• Wikaria
• Helen Burhan
• Wiwit Widhianto
• Hendri Murfi
• Yahma Wisnani
• Ida Fithriani
• Yekti Widyaningsih
• Mila Novita
• Yudi Satria
• Rianti Setiadi
• Yugo Isal
• Saskya Mary
• Zuherman Rustam
• Sesha Andipa
ISCPMS 2015
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Venue Map
The Margo Hotel Depok
Jalan Margonda Raya, No. 358, Beji, Depok
Indonesia
Phone : 021-29515888
ISCPMS 2015
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Words of Welcome
Chair of the Committee IICMA 2015
Assalamu’alaikum Warahmatullahi Wabarakatu
On behalf of the Organizing Committee of IndoMS International Conference
on Mathematics and its Applications (IICMA) 2015, it is a great pleasure and
honor to welcome you this conference. This conference is organized by
Indonesia Mathematical Society (IndoMS) and hosted by Department of
Mathematics, Faculty of Mathematics and Natural Sciences, Universitas
Indonesia, during 3-4 November 2015. Just for your information, the first and
second conference were hold in UGM Jogjakarta in 2009 and 2013.
In IICMA 2015, there will be 132 talks which consists of 8 invited speakers
and 124 contributed talks coming from diverse aspects of mathematics ranging
from Theory (Analysis, Geometry, Algebra Graph and Combinatorics ),
Applied Mathematics (including Computer Science, Mathematics of Finance),
Statistics and Mathematics Education. We would like to express our sincere
gratitude to all invited speakers:
1. Dr. Beben Benyamin (The University of Queensland, Australia |
Biostatistics)
2. Budi TA Tampubolon MM, FSAI, AAIJ (Chief of PAI School
Division and President Director Of BNI Life | Actuary)
3. Prof. Dr. Edy Soewono (Institut Teknologi Bandung, Indonesia |
Applied Mathematics)
4. Prof. Dr. Herman P. Spaink (Institute of Biology Leiden, Netherlands
| Bioinformatics)
5. Dr. Indah Emilia Wijayanti (Universitas Gadjah Mada, Indonesia |
Algebra)
6. Prof. Dr. Maman A. Djauhari (University Putra Malaysia, Malaysia |
Statistics)
7. Dr. Nicholas A. Hamilton (The University of Queensland, Australia |
Biomathematics)
8. Dr. Ruud Pellikaan (Eindhoven University of Technology,
Netherlands | Coding Theory)
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We also thank all participants of IICMA 2015 for supporting this conference.
We do hope that all participants have an opportunity to have fruitful
discussions and also build new research networks as well as strengthening preexisting networks.
We also would like to give our gratitude to Universitas Indonesia and all
sponsor who contribute to support us such that this conference can be hold.
It remains to thank all members of Organizing Committee who have worked
very hard to make this conference happens.
Finally, the Committee wishes you a enjoy the conference and lovely stay in
Depok.
Depok November 3rd, 2015
On behalf of the Committee
Alhadi Bustamam, Ph.D.
Chair.
ISCPMS 2015
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Words Of Welcome
President of the Indonesian Mathematical Society (IndoMS)
Assalamu’alaikumWarahmatullahiWabarakatuh
Good nite and best wishes for all of us
On behalf of the Indonesian Mathematical Society, it is with great honor and
pleasure that I welcome all of the participants of the Third IndoMS
International Conference on Mathematics and Its Applications (IICMA) 2015
which will be held from November 3 to November 4 in Depok-Indonesia. This
is the third IICMA, after IICMA 2009 and IICMA 2013, which is organized
by the Indonesian Mathematical Society (IndoMS) in collaboration with the
Department of Mathematics, Faculty of Mathematics and Natural Sciences,
Universitas Indonesia.
The IndoMS period of 2014-2015 has seen many activities with IICMA
2015being one of such activities. Organizing an IICMA 2015 is not only a
continuing academic activity for IndoMS, but it is also a good opportunity for
the discussion and dissemination of research results in mathematics including:
Analysis, Applied Mathematics, Algebra, Theoretical Computer Science,
Mathematics Education, Mathematics of Finance, Statistics and Probability,
Graph and Combinatorics, also to promote IndoMS as a non-profit
organization which has over 2000 members from all over Indonesia.
We would like to express our sincere gratitude to all of the Invited Speakers
from Australia, the Netherlands, and Indonesia, all of the speakers, members
and staff of the organizing committee of IICMA 2015. Special thanks to the
Department of Mathematics, Faculty of Mathematics and Natural SciencesUniversitas Indonesia. Finally, we hope that you will all enjoy this conference
and enjoy your stay in Depok-Indonesia.
With warmest regards,
Budi Nurani Ruchjana
President of IndoMS 2014-2016
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KEYNOTE SPEAKERS
Dr. Beben Benyamin
(The University of Queensland,
Australia)
Prof. Dr. Edy Soewono
(Institut Teknologi Bandung,
Indonesia)
Prof. Dr. Herman P. Spaink
(Institute of Biology Leiden,
Netherlands)
Dr. Indah Emilia Wijayanti
(Universitas Gadjah Mada,
Indonesia)
Prof. Dr. Maman A. Djauhari
Dr. Nicholas A. Hamilton
(The University of Queensland,
Australia)
(Universiti Putra Malaysia,
Malaysia)
Budi TA Tampubolon MM, FSAI, AAIJ
(Chief of PAI School Division and President
Director Of BNI Life | Actuary)
ISCPMS 2015
Dr. Ruud Pellikaan
(Eindhoven University of
Technology, Netherlands)
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PROGRAMME SCHEDULE
Tuesday, November 3, 2015
08.00 – 09.00
09.00 – 09.05
09.05 – 09.10
09.10 – 09.20
09.20 – 09.30
09.30 – 09.45
09.45 – 10.00
10.05 – 10.30
10.30 – 11.00
11.00 – 11.30
11.30 – 12.00
12.00 – 12.30
12.30 – 13.30
13.30 – 14.15
14.15 – 15.00
15.00 – 15.30
15.30 – 16.30
16.30 – 17.30
19.00 – 21.00
Registration Administration
Welcoming remarks from Chairman of ISCPMS 2015
Dr. Djoko Triyono
Welcoming remarks from Chairman of IICMA 2015
Dr. Alhadi Bustamam Ph.D
Remarks Address from Dean of FMIPA UI,
Dr. rer. nat. Abdul Haris
Opening ceremony by Rector of Universitas Indonesia
Prof. Dr. Ir. Muhammad Anis M.Met
Photo Session (Invited Speaker only)
Performance
Coffee Break and Press Conference
Keynote 1 : Dr. Beben Benyamin
Keynote 2 : Dr. Nicholas A. Hamilton
Keynote 3 : Prof. Dr. Yasuaki Einaga
Keynote 4 : Prof. Dr. Herman P. Spaink
Lunch Break
Keynote 5 : Prof. Dr. Edy Soewono
Keynote 6 : Dr. Ruud Pellikaan
Coffee Break
Parallel Session 1
Parallel Session 2
Gala Dinner
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Wednesday, November 4, 2015
08.00 – 09.15
09.15 – 10.00
10.00 – 10.30
10.30 – 11.15
11.15 – 12.00
12.00 – 13.00
13.00 – 14.00
14.00 – 15.00
15.00 – 15.30
15.30 – 16.30
Parallel Session 3
Keynote 7 : Dr. Indah Emilia Wijayanti
Photo session and Coffee Break
Keynote 8 : Prof. Dr. Maman Abdurrahman Djauhari
Keynote 9 : Budi TA Tampubolon MM, FSAI, AAIJ
Lunch Break
Parallel Session 4
Parallel Session 5
Coffee Break
Parallel Session 6
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Article And Prsentation Code
Topics and date of conference – parallel session – talk order – reg. number
•
•
•
•
•
Topics : Theory (A), Statistic (B), Education (C), Applied (D)
Date of conference : November 3 (1), November 4 (2)
Parallel session : Parallel session 1 to 7, code A to E
Talk order : first (1), second (2), third (3) and fourth (4)
Registration number : given from easy chair.
Example
Code : A1-1A-01-024
A
Topics :
Theory
1
November 3
1A
Parallel
session 1A
01
First talk
024
Reg.
number 024
Rule for Presentation
•
•
•
Each article will be presented in total 15 minutes talk, i.e 12 minutes for
presentation and 3 minutes for question and discussion.
In case that there is a presenter who already scheduled but not attend to
present his/her article, the original schedule couldn’t be changed.
Every participant should give their PPT/PDF file before the session start
to organizing committee member.
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ABSTRACTS OF
KEYNOTE AND INVITED SPEAKERS
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ADVANCES IN STATISTICAL GENOMICS OF HUMAN
COMPLEX TRAITS AND DISEASES
BEBEN BENYAMIN
CENTRE FOR NEUROGENETICS AND STATISTICAL GENOMICS,
QUEENSLAND BRAIN INSTITUTE, THE UNIVERSITY OF
QUEENSLAND,
ST LUCIA, BRISBANE, AUSTRALIA, 4072|
b.benyamin@uq.edu.au
Abstract. Since the completion of the Human Genome Project (2003), we
have seen dramatic advances in efforts to dissect the genetic causes of human
complex traits and diseases. More than 2000 genetic variants have been
implicated in complex traits and diseases, which some are leading to clinical
applications. These advances were accelerated by the combination of largescale genomics projects (e.g. the International HapMap Project and
1000Genome Project), advances in high throughput genomic technologies
(e.g. sequencing and microarray) and the availability of large-scale sample
collections enriched with phenotypic and clinical information. These big data
created huge challenges associated with its statistical analyses. In this lecture,
I will discuss some of the results from our research on the statistical analyses
of these genomics data. I will start with the estimation of phenotypic variance
due to genetic factors using pedigree data and genomic data. I will then discuss
about the identification of genetic variants affecting complex traits/diseases
and their use in predicting disease. I will also briefly discuss about the current
progress and challenges in the analyses of additional omics data, such as
epigenomics.
Keywords: Statistic, Genetic, Genomic, Gene, Complex trait, Complex
disease.
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MODELLING, PREDICTING AND UNDERSTANDING
KIDNEY DEVELOPMENT
NICHOLAS A HAMILTON
DIVISION OF GENOMICS OF DEVELOPMENT AND DISEASE
AND DIVISION OF CELL BIOLOGY AND MOLECULAR
MEDICINE
INSTITUTE FOR MOLECULAR BIOSCIENCE, THE UNIVERSITY
OF QUEENSLAND,
BRISBANE 4064, QUEENSLAND, AUSTRALIA|
n.hamilton@imb.uq.edu.au
Abstract. Kidneys of equal size can vary 10-fold in the number of nephrons,
the fundamental filtering unit of the kidney, at birth. Discovering what
regulates such variation has been hampered by a lack of quantitative analysis
to define kidney development. Factors leading to the formation of the ureteric
tree, the branching structure from which nephrons hang, are also poorly
understood. However, recent advances in microscopy such as Optical
Projection Tomography and confocal imaging have enabled us to image mouse
kidneys at high resolution at varying developmental stages. In recent work, my
group in collaboration with the developmental biology groups of Prof. Melissa
Little and Assoc. Prof. Ian Smyth created a high-throughput large-scale
pipeline for the multi-dimensional analysis of kidney imaging [1]. This has
created a massively dense dataset that describes the multiple stages of kidney
development. For example, in one data set we have some 32 ureteric trees
imaged of normal mouse kidneys at 7 distinct stages of development together
with 28 Tgf β+/- mutant trees at the same stages. Using software developed by
our collaborators, the imaging for these trees was segmented and connectivity
graph created for each tree. These graphs are rooted trees in the graph theory
sense. We developed new graph algorithms to “overlay” and compare these
trees to give a measure of discordance between trees as well as measures of
inclusion [2].
These methods were used to answer questions such as: is there a structural
difference between mutant trees and controls [2]; and is the branch formation
stereotypic [3], that is follows essentially the same patterning in all kidneys
across or is there a “random” element? The later question is particularly
exciting as it would suggest that branch formation is tightly regulated and
hence potentially might be manipulated to increase branch/nephron formation.
In this presentation I will describe our analysis pipeline and algorithms as well
as recent results we have obtained on defining the rules for branch patterning.
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Time permitting, I will also describe a rate-based proliferation model of
compartments in the kidney that enabled us to model both growth and
movements of cells between compartments [4].
Key words and Phrases : Kidney, Development, Modelling, Graph alignment,
Bio-imaging, Ureteric tree.
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A SIMPLE INTERVENTION FOR DENGUE
TRANSMISSION;
HOW FAR MODELING CAN GO
E. SOEWONO
The Department Of Mathematics, Institut Teknologi Bandung,
Indonesia
esoewono@math.itb.ac.id
Abstract. Problem solving of real world problems is in reality a delicate
process, compromising between complication of the real field conditions
and sophistication of the mathematical model. It is natural that the more
real situations to fit, the more complications to add in the model, which
may end up even with no mathematical tools to solve. In the case of
Dengue transmission, basic model in the form of Host-Vector (SIR-SI)
Esteva-Vargas type has been known with an endemic threshold which is
defined as the basic reproductive ratio of the disease transmission. This
basic model is necessary to be understood for understanding biological
phenomena in the “ideal” situation, such as which critical biological
parameters are crucial in the appearance or disappearance of the endemic
state. From the basic and simple model, gradual steps of model
improvement, accommodating more proper assumptions, can be
constructed naturally, provided enough information is given from the
field. Here a real situation which is easily found in the intervention
program for Dengue transmission is presented. Consider an intervention
program which was implemented in a region where pre-school and
elementary school children were instructed to wear “full outfit” (longsleeved cloth and trousers for boys, and long skirts for girls) during the
school period. It was found that in the year where the program was
implemented, the Dengue outbreak was lower than the previous year
before the start of the intervention. This problem looks simple and
simple model can be constructed, but then the model is only based on
very “ideal” situations which are not representing the real situation. A
step-by-step model constructions and improvement is discussed in this
presentation, along with related mathematical tools to investigate the
complication of the models
Key words and Phrases : Problem Solving, Mathematical Model, Dengue.
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ERROR-CORRECTING PAIRS IN PUBLIC-KEY
CRYPTOSYSTEMS
R. PELLIKAAN1 AND IRENE MARQUES-CORBELLA2
1
Discrete Mathematics, Techn. Univ. Eindhoven P.O. Box 513, 5600 MB
Eindhoven, The Netherlands
g.r.pellikaan@tue.nl
2
SECRET Project-Team - INRIA, Paris-Rocquencourt
B.P. 105, 78153 Le Chesnay Cedex France
irene.marquez-corbella@inria.fr
Abstract. Code-based cryptography is an interesting alternative to
classic number-theory public key cryptosystems since it is conjectured
to be secure against quantum computer attacks. Many families of codes
have been proposed for these cryptosystems. One of the main
requirements is having a high performance t-bounded decoding
algorithm which is achieved in the case of a t-error-correcting pair
(ECP). In this article the class of codes with a t-ECP is proposed for the
McEliece cryptosystem. The hardness of retrieving the t-ECP for a given
code, in particular for algebraic geometry codes, is considered. Recent
results will be surveyed. See references [1–8] below
Key words and Phrases : Code-Based Cryptography, Error-Correcting
Pairs, Distinguisher
REFERENCES
1.
Couvreur, A., MárquezCorbella, I., Pellikaan, R.: A polynomial time
attack against algebraic geometry code based public key cryptosystems.
In: Proceedings IEEE-ISIT 2014, p. 1446 (2014)
2.
Couvreur, A., MrquezCorbella, I., Pellikaan, R.: Cryptanalysis of publickey cryptosystems that use subcodes of algebraic geometry codes. In:
Coding Theory and Applications: 4th International Castle Meeting,
Palmela, pp. 133–140 (2014)
3.
Márquez-Corbella, I., Mart´ınez-Moro, E., Pellikaan, R.: The non-gap
sequence of a subcode of a generalized Reed-Solomon code. Designs,
Codes and Cryptography 66(1-3), 317–333 (2013)
4.
Márquez-Corbella, I., Mart´ınez-Moro, E., Pellikaan, R.: On the unique
representation of very strong algebraic geometry codes. Designs, Codes
and Cryptography 70(1-2), 215–230 (2014)
5.
Márquez-Corbella, I., Mart´ınez-Moro, E., Pellikaan, R., Ruano, D.:
Computational aspects of retrieving a representation of an algebraic
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geometry code. Journal of Symbolic Computation vol. 64, pp. 67–87,
2014. 64 (2014)
6.
Márquez-Corbella, I., Pellikaan, R.: Error-correcting pairs for a publickey cryptosystem. preprint arXiv:1205.3647 (2012)
7.
Márquez-Corbella, I., Pellikaan, R.: Error-correcting pairs and arrays
from algebraic geometry codes. Proc. Appl. Computer Algebra, Málaga,
pp. 129–132 (2013)
8.
Márquez-Corbella, I., Pellikaan, R.: Error-correcting pairs: a new
approach to codebased cryptography. Proc. Appl. Computer algebra,
New York, pp. 1–5 (2014).
ISCPMS 2015
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ON CLASS OF 𝝀𝝀-MODULES
INDAH E. WIJAYANTI1, M. ARDIANSYAH, PUGUH W. PRASETYO
Mathematics Department, Universitas Gajah Masa, Yogyakara,
Indonesia
ind_wijayanti@ugm.ac.id
Abstract. By the ring ℛwe mean any commutative ring with unit and the
module 𝑀𝑀 means a left ℛ-module, except we state otherwise. An ℛ-module
𝑀𝑀is called a multiplication module if for any submodule 𝑁𝑁in 𝑀𝑀, there is an
ideal 𝐼𝐼 in ℛ such that 𝑁𝑁 = 𝐼𝐼𝐼𝐼. Let ℒ(𝑀𝑀)be the lattice of submodules of ℛmodule𝑀𝑀, where for any submodules 𝑁𝑁and 𝐾𝐾 in 𝑀𝑀 the ‘join’ and ‘meet’ are
defined as
𝑁𝑁 ∨ 𝐾𝐾 = 𝑁𝑁 + 𝐾𝐾, 𝑁𝑁 ∧ 𝐾𝐾 = 𝑁𝑁 ∩ 𝐾𝐾,
And 𝑁𝑁 ≤ 𝐾𝐾means 𝑁𝑁 ⊆ 𝐾𝐾, Especially, for 𝑀𝑀 = ℛ we have the lattice of ideals
in ℛ and it is denoted by ℒ(ℛ).
Smith (2014) introduced maps between the lattice of ideals of
commutative rings and the lattice of submodules of anℛ-module 𝑀𝑀, i.e. 𝜇𝜇 and
𝜆𝜆 mappings.
(0.1)
𝜇𝜇: ℒ(𝑀𝑀) → ℒ(ℛ), 𝑁𝑁 → 𝐴𝐴𝐴𝐴𝐴𝐴𝑅𝑅 (𝑀𝑀/𝑁𝑁)
(0.2)
𝜆𝜆: ℒ(ℛ) → ℒ(𝑀𝑀), 𝐼𝐼 → 𝐼𝐼𝐼𝐼
The mappings (0.1) and (0.2) are motivated by the relationship of submodules
and ideals in a multiplication module. Some necessary and sufficient
conditions for the maps to be a lattice homomorphisms were studied by Smith
(2014). In this work we define a class of modules as following:
𝜆𝜆 = {𝑀𝑀|(𝐵𝐵 ∩ 𝐶𝐶)𝑀𝑀 = 𝐵𝐵𝐵𝐵 ∩ 𝐶𝐶𝑀𝑀, ∀𝐵𝐵, 𝐶𝐶 finitely generate indeals ofℛ},
And observe the properties of the class. We give a sufficient conditions for the
module and the ring such that the class 𝜆𝜆 is a hereditary pretorsion class. Some
main results are given below.
Proposition 1. If 𝑀𝑀 is a Dedekind divisible ℛ-module, then:
𝑀𝑀is a 𝜆𝜆-module.
For any 𝑁𝑁 ∈ 𝜎𝜎[𝑀𝑀], 𝑁𝑁 ∈ 𝜆𝜆.
The class of 𝜆𝜆 is closed under submodlues and homomorphic images.
Proposition 2. Let 𝑀𝑀 be a faithful multiplication module and Pr𝑢𝑢̈ fer.Then
𝜎𝜎[𝑀𝑀] ⊆ 𝜆𝜆.
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Corollary 3. Let 𝑅𝑅 be a semisimple ring. 𝑀𝑀a chain ℛ-module, faithful and a
subgenerator for all semisimpleℛ-modules. Then [𝑀𝑀] = 𝜆𝜆.
Keywords and Phrases: lattice of ideals; lattice of submodules, multiplication
modules, class of modules.
ISCPMS 2015
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STATISTICS IN THE ERA OF BIG DATA: A CASE IN
ROBUST STATISTICS
MAMAN A. DJAUHARI
RESEARCH FELLOW
INSTITUTE FOR MATHEMATICAL RESEARCH (INSPEM)
UNIVERSITI PUTRA MALAYSIA
maman_abd@upm.edu.my
Abstract. 4-V (Variety, Velocity, Veracity and Volume) is a new paradigm in
dealing with data-based information industry. This is an immediate and direct
consequence of all business activities in Big Data. The term “big” is not only
big in volume but most importantly big in terms of complexity; complexity in
its variety of the problems, in computational velocity, and in methodological
veracity. In this talk, an implementation of 4-V paradigm in recent
development of statistics will be illustrated for the case of robust statistics.
Discussion will begin with the evolution of FMCD since it was introduced in
1985. It is the most popular and widely used robust method for estimating
location and scale. Mathematically speaking, the theory of FMCD consists of
(i) how to order observation vectors, and (ii) how to determine the most
concentrated data subset. To increase the computational velocity of that
method, by keeping its methodological veracity, most of the researchers have
been focusing their works on the second step. However, since the first step
involves matrix inversion, FMCD is still not apt for high dimensional data. To
overcome that obstacle, here we introduce a new method of observation
vectors ordering based on the concept of data depth. We show that its
computational velocity is very promising.
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ACTUARIAL CAPACITY DEVELOPMENT IN
INDONESIA
BUDI TA TAMPUBOLON
Chief of PAI School Division and President Director Of BNI Life,
Indonesia
budi.tampubolon@bni-life.co.id
Abstract. Gap between demand for and supply of actuaries in the
Indonesian market is described. Cooperation between the Society of
Actuaries of Indonesia and local universities in university's mathematics
and statistics course based actuarial certification and need for creation
of actuarial science study programs in universities for better production
system of actuaries in Indonesia are also shared
Key words and Phrases : Actuaries, Mathematics, Statistics.
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ISCPMS 2015
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PARALEL SESSION 1
ISCPMS 2015
23
PARALEL SESSION 1
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
A1-1A01-024
A1-1A02-025
:
:
:
:
:
Theory
1A
15.30 – 16.30
Burgundy 1A
Denny Riama Silaban
Time
15.30 – 15.45
15.45 – 16.00
Authors
Dafik Dafik, Ika Hesti
Agustin and Siti Latifa
03-098
16.00 – 16.15
04-t9
Amalgamation Of Graphs
On Rainbow Connection
Number Of Shackle Of
Nanang Darmawan
Graphs
Widodo, Ch. Rini
Indrati and Kiki Ariyanti
Denny Riama Silaban, Edy
16.15 – 16.30
Covering Of A Generalized
Hotimah and Randhi
Sugeng
A1-1A-
A Super H-Antimagic Total
Dafik Dafik, Husnul
Isnaini Rosyida, Widodo
A1-1A-
Title
Tri Baskoro, and Saladin
Uttunggadewa
ISCPMS 2015
Some Remarks On The
Chromatic Number Of Fuzzy
Graph Operations
Size Ramsey Number For P3
Versus T7
24
PARALEL SESSION 1
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Statistic
1B
15.30 – 16.30
Burgundy 1B
Rianti Setiadi
Time
Authors
B1-1B01-100
15.30 – 15.45
Atje Setiawan
Abdullah, Stanley P.
Dewanto, Diah
Chaerani, Juli Rejito, Rudi
Rosadi, Irwan Ary
Dharmawan, Yudi
Rosandi, Wina
Erwina and Budi Nurani
Ruchjana
B1-1B02-033
15.45 – 16.00
Duto Sulistiyono, Ismaini
Zain and Sutikno Sutikno
B1-1B03-034
16.00 – 16.15
Darayani Putri, Titin
Siswantining and Mariam
Rahmania
B1-1B04-005
16.15 – 16.30
Rianti Setiadi, Dini Riyani
and Yanny Arumsari
ISCPMS 2015
Title
Spatial Mapping Of The
National Exam Results Of
Junior High School At 2014
In West Java Province
Spatial Model Based Direct
Estimation for Estimating of
Poverty Village Level
Analysis Of The Influence Of
The Characteristics Patient
Of The Four Inpatient
Diseases Diagnosis With The
Highest Cost In The Pt
Asuransi Abc Against
Hospitalization Costs Based
On Claims Data
Factors that Influence
Infidelity Tendency Level for
People in Jakarta
25
PARALEL SESSION 1
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Education
1C
15.30 – 16.30
Burgundy 3
Della Afrilionita
Time
Authors
C1-1C01-032
15.30 – 15.45
Kurniati Dadang and Ani
Iryani
C1-1C02-040
15.45 – 16.00
Jacob Stevy
C1-1C03-067
16.00 – 16.15
Oryza
Zafivani and Johannes
Hamonangan Siregar
C1-1C04-042
16.15 – 16.30
Della Afrilionita
ISCPMS 2015
Title
The Enhancement Of Critical
Thinking Ability In
Mathematics Of Natural
Sciences Student Through
Contextual Based Learning
Materials
The Relationship Between
Mathematics And The Words
Of Wisdom
Using Matematika Gasing To
Learn Addition Of Positive
And Negative Integers
Concepts For Students With
Kinesthetic Learning
Tendencies
Increasing The Students’
Mathematical
Communication Skill By
Applying React (Relating,
Experiencing, Applying,
Cooperating, And
Transferring) Learning
Strategy In Grade 7 At 99
Jakarta Junior High School
26
PARALEL SESSION 1
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
D1-1D01-079
:
:
:
:
:
Applied
1D
15.30 – 16.30
Burgundy 4
Zuherman Rustam
Time
15.30 – 15.45
Authors
Suci F. Sari and Khreshna
I.A. Syuhada
Title
Forecasting Risk Measure for
Optimal Retention in
Insurance Company
Predicting Genotypes
D1-1D02-043
15.45 – 16.00
Anggit Reviana Dewi
Inheritance Traits Through
Agustyani and Mardiyana
Eigenvalues, Eigenvectors
Mardiyana
And Diagonalization
Matrices
D2-1D03-t1
08.15 – 08.30
Syarifah inayati
Fuzzy bilinear bilevel
optimization
The Application of Hybrid
D1-1D04-t13
08.30 – 08.45
Rissa Suherdini, Zuherman
Rustam
artificial bee colony
algorithm for the
Environmental Vehicle
Routing Problem
ISCPMS 2015
27
ISCPMS 2015
28
PARALEL SESSION 2
ISCPMS 2015
29
PARALEL SESSION 2
16.30 – 17.30
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Theory
2A
16.30 – 17.30
Burgundy 1A
Kristiana Wijaya
Time
Authors
Diari Indriati, Widodo
A1-2A01-099
16.30 – 16.45
Widodo, Indah Emilia
Wijayanti and Kiki Ariyanti
Sugeng
Title
On Total Irregularity Strength
of Subdivision of DoubleStar
Rainbow Connection Number
A1-2A02-104
A1-2A03-t7
A1-2A04-011
16.45 – 17.00
17.00 – 17.15
And Strong Rainbow
Sugeng
Connection Number Of The
Jufra, Norma Muhtar, Sitti
Graph (𝑑𝑑2 (𝑃𝑃𝑛𝑛 ) + 𝐾𝐾1 )
Erna Linda, Tenri Sompa,
Algebra of Colors
Edi Cahyono
17.15 – 17.30
A1-2A05-t10
Diah Prastiwi and Kiki A.
17.30 – 17.45
Putranto Hadi Utomo and
On The Rate Of Constrained
Ruud Pellikaan
Arrays
Kristiana Wijaya, Denny
On (A,D)-Distance
Riama Silaban, And
Antimagic Labeling
Rinovia Simanjuntak
ISCPMS 2015
30
PARALEL SESSION 2
16.30 – 17.30
Topic
Session
Time
Room
Moderator
Article
Number
B1-2B01-037
B1-2B02-046
B1-2B03-053
B1-2B04-094
:
:
:
:
:
Statistic
2B
16.30 – 17.30
Burgundy 1B
Rianti Setiadi
Time
Authors
16.30 – 16.45
Indra Hardiyana and Raden
Muhammad Hadi
16.45 – 17.00
Shailla Rustiana,
Krismianto, Sinta Berliana
Sipayung, Eddy Hermawan
and Budi Nurani Ruchjana
17.00 – 17.15
Krismianto Krismianto,
Eddy Hermawan, Shailla
Rustiana, Sinta Berliana
Sipayung and Budi Nurani
Ruchjana
17.15 – 17.30
Budi Nurani Ruchjana, Atje
Setiawan Abdullah, I Gede
Nyoman Mindra
Jaya, Stanley P.
Dewanto, Diah
Chaerani,Juli Rejito, Rudi
Rosadi, Irwan Ary
Dharmawan, Yudi Rosandi
and Wina Erwina
ISCPMS 2015
Title
The Efficiency Of Private
And Public Hospitals In West
Java: An Approach To
Principal Component
Analysis With Data
Envelopment Analysis
The Utilization Of Canonical
Correlation Analysis (Cca)
To Estimate Rainfall
Distribution Over West Java
Using Climate Predictability
Tool (Cpt)
Assessment Of The
Characteristics Of
Meteorological Drought
Using Standardized
Precipitation Index (Spi) In
West Java
Development Study On
Spatio Temporal Data
Mining Modeling
31
PARALEL SESSION 2
16.30 – 17.30
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Education
2C
16.30 – 17.45
Burgundy 3
Moch Lutfianto
Time
Authors
C1-2C01-078
16.30 – 16.45
Sulistiawati - and Nerru
Pranuta Murnaka
C1-2C02-083
16.45 – 17.00
Sisilia Maria
Maspaitella, Wiwik
Wiyanti and Johanes Siregar
17.00 – 17.15
Aloysius
Ajowembun, Falenthino
Sampouw, Wiwik Wiyanti
and Johannes Siregar
C1-2C03-084
C1-2C04-t15
C1-2C05-060
17.15 – 17.30
Risnawati
17.30 – 17.45
Moch Lutfianto
ISCPMS 2015
Title
The Impact Of Matematika
Gasing Toward Learning
Outcome Based On Learning
Style
Gasing Critical Point
Addition Relation To Student
Learning Outcomes In
Matriculation Class At Stkip
Surya
Using Matematika Gasing In
Learning Mathematics For
Three Digit Addition
Developing math learning
instruments based on
problem based instruction
with scientific approach to
facilitate the student math
skills
Assessing Math Anxiety In
Full Funded Scholarship
Mathematics Undergraduate
Student
32
PARALEL SESSION 2
16.30 – 17.30
Topic
Session
Time
Room
Moderator
Article
Number
D1-2D01-073
D1-2D02-001
D1-2D03-027
D1-2D04-008
D1-2D02-001
:
:
:
:
:
Applied
2D
16.30 – 17.30
Burgundy 4
Alhadi Bustamam
Time
16.30 – 16.45
16.45 – 17.00
Authors
Irwan Endrayanto, Richard
Overflow Loss System
Boucherie, Fajar Adi-
Analysis for Optimal Bed
Kusumo, Gunardi and
Allocation is Hospital: Case
Yusuf Afandi
Study Rumah Sakit UGM
Dipo Aldila, Fatimah
Method of Self Organizing
Fatimah and Alhadi
Map (SOM) in Clustering
Bustamam
Human Papillomavirus
Nurlaili Lisma Febriyani,
17.00 – 17.15
Alhadi Bustamam and Titin
Siswantining
Agah Garnadi and
17.15 – 17.30
Prasetyaning Diah Rizky
Lestari
16.45 – 17.00
Title
Clustering Protein Sequences
Of Herpes Virus Using Tribe
Markov Clustering (TribeMcl)
Modeling Hot Water Bath
Treatment Of Tropical Fruit
Using Lateral Methods Of
Lines
Dipo Aldila, Fatimah
Method of Self Organizing
Fatimah and Alhadi
Map (SOM) in Clustering
Bustamam
Human Papillomavirus
ISCPMS 2015
33
PARALEL SESSION 3
ISCPMS 2015
34
PARALEL SESSION 3
08.15 – 09.15
Topic
Session
Time
Room
Moderator
Article
Number
A2-3A01-080
:
:
:
:
:
Theory
3A
08.00 – 09.15
Burgundy 1
Ch. Rini Indrati
Time
08.00 – 08.15
Authors
Title
Sisilia Sylviani and Ema
Some Algebraic Properties Of
Carnia
A Population Growth Matrix
The Implementation Of
A2-3A02-108
Combinatorial Gray Code
08.15 – 08.30
Sulistyo Puspitodjati
Algorithm Of Generating
Tree Of Permutation N With
M Cycles
A2-3A03-093
A2-3A04-059
A2-3A05-089
08.30 – 08.45
08.45 – 09.00
09.00 – 09.15
Prihadi Kurniawan and Sri
Group Construction On
Wahyuni
Rubik’s Cube
Yudi Mahatma and Intan
The U-Projective Resolution
Muchtadi Alamsyah
Of A Module
Ch. Rini Indrati
The Cl-Integral
ISCPMS 2015
35
PARALEL SESSION 3
08.15 – 09.15
Topic
Session
Time
Room
Moderator
Article
Number
D2-3B01-004
:
:
:
:
:
Time
08.00 – 08.15
D2-3B02-105
Applied
3B
08.00 – 09.15
Burgundy 3
Diah Chaerani
08.15 – 08.30
Authors
Elis Ratna Wulan
Title
Solving Linear Programming with
Interval Coefficients
Diah Chaerani, Stanley P
A Review On Practical Guide For
Dewanto and Eman
Computational Geometry Using Linear
Lesmana
Optimization
Diah Chaerani, Stanley P
Dewanto, Atje Setiawan
D2-3B03-106
08.30 – 08.45
Abdullah, Juli Rejito, I
Affinely Adjustable Robust Counterpart
Gede Nyoman Mindra Jaya,
For Uncertain Spatial Optimization
Irwan Ary Dharmawan,
Model Of Water Supply Allocation
Yudi Rosandi, Rudi Rosadi,
Problem
Wina Erwina and Budi
Nurani Ruchjana
Solving Multiple Traveling Salesman
D2-3B04-069
08.45 – 09.00
Sri Mardiyati, Lutfiani
Problem (M-Tsp) Using K-Means
Safitri and Jihan Jihan
Clustering-Genetic Ant Colony System
(Gacs) Algorithm
D2-3B04-010
09.00 – 09.15
Nurfidah Dwitiyanti,
The Calculation of Aggregation
Zuletane Maska, Hendri
Economic Capital for Operational Risk
Murfi and Siti Nurrohmah
using A Clayton Copula
ISCPMS 2015
36
PARALEL SESSION 3
08.15 – 09.15
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Applied
3C
08.00 – 09.15
Burgundy 4
Seli Siti Sholihat
Time
Authors
Title
Application Of Simulated
D2-3C01-075
08.00 – 08.15
Indana Lazulfa and
Novriana Sumarti
Annealing To Determine
Tabarru-Fund Of Profit And
Loss Sharing Model In
Syariah Investment
D2-3C02-t11
08.15 – 08.30
Reti Zulhasni, Zuherman
Scheduling Of Tanker With
Rustam
Branch And Bound Method
The Effect Of Economic
Growth On Human
D2-3C03-035
Henri A. Reagan, Bambang
08.30 – 08.45
Wijanarko Otok and Kartika
Fitriasari
Development Dimensions
Analysis With Structural
Equation Modelling (Sem)
Using Response Based Unit
Segmentation Partial Least
Square (Rebus-Pls)
Simulation On The Variation
D2-3C04-074
08.45 – 09.00
Wahyuning Murniati and
Novriana Sumarti
Of Capital And Period Of
Investment In The Model Of
Profit And Loss Sharing
With Tabarru' Fund
Analysis of Using Gaussian
D2-3C05-103
09.00 – 09.15
Seli Siti Sholihat and Hendri
Murfi
Mixture Model to Estimated
Loss Severity Distribution of
Loss Distribution Approach
for Operational Risk
ISCPMS 2015
37
ISCPMS 2015
38
PARALEL SESSION 4
ISCPMS 2015
39
PARALEL SESSION 4
13.00 – 14.00
Topic
Session
Time
Room
Moderator
Article
Number
A2-4A01-014
A2-4A02-023
:
:
:
:
:
Theory
4A
13.00 – 14.00
Burgundy 1A
M. Kabil Djafar
Time
13.00 – 13.15
Authors
Siti Julaeha and Arini
Representation Of Series Into
Soesatyo Putri
Double Integral Form
Cece Kustiawan, Yudi
13.15 – 13.30
Soeharyadi, Jalina Widjaja
and Hendra Gunawan
Al Azhary Masta, Hendra
A2-4A03-038
13.30 – 13.45
Gunawan, Wono Setya
Budhi and Sapto Wahyu
Indratno
A2-4A04-028
M. Kabil Djafar, Yudi
13.45 – 14.00
Title
Soeharyadi and Hendra
Gunawan
ISCPMS 2015
Numerical Stability of the
Class Partial Differential
Equations with Time Delays
and Impuls
An Inclusion Property Of
Orlicz-Morrey And Weak
Orlicz-Morrey Spaces
A Semigroup Approach To
The Hamilton-JacobiBellman Equation For
Finitely Many Hamiltonians
40
PARALEL SESSION 4
13.00 – 14.00
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Statistic
4B
13.00 – 14.00
Burgundy 1B
A. Ronnie Effendie
Time
Authors
Title
Factors Affecting The
Different Perceptions Among
B2-4B01-006
13.00 – 13.15
Rianti Setiadi and Rosi
University Of Indonesia
Melati
Scholars Towards
Legalization Of LGBT
Marriage
Bank D Competitors Based
On Banking Satisfaction and
B2-4B02-012
13.15 – 13.30
Rianti Setiadi, Titin
Customer Attachment and
Siswantining and Adi
Evaluation from Competitors
Saputra
in Satisfaction Using ATM
and Branch Offices in DKI
Jakarta
Customized Contiguity In
B2-4B03-056
13.30 – 13.45
Aan Setyawan, Ismaini Zain
and Vita Ratnasari
Spatial Regression For
Modelling Women Of
Childbearing Age Who Have
High Fertility
B2-4B04-055
13.45 – 14.00
A. Ronnie Effendie, Herni
Estimation of Loss Function
Utami, Abdurakhman,
for Evaluating Earthquake
Yunita Wulansari and Hasih
Insurance Risk by Using
Pratiwi
Generalized Linear Model
ISCPMS 2015
41
PARALEL SESSION 4
13.00 – 14.00
Topic
Session
Time
Room
Moderator
Article
Number
C2-4C01-086
:
:
:
:
:
Education
4C
13.00 – 14.00
Burgundy 2
Patmaniar
Time
13.00 – 13.15
Authors
Title
Jenerson Otniel
Implementation Of
Duwit, Delson Albert
Matematika Gasing In
Gebze, Wiwik
Addition Of Many Numbers
Wiyantiand Johannes
For Matriculation Students
Siregar
At Stkip Surya, Tangerang
The Influence Of Interest
And Study Motivation
C2-4C02-090
13.15 – 13.30
Asri Gita, Nia Yuniarti and
Nerru Pranuta Murnaka
Toward Student Learning
Outcome About
Multiplication Of Two-Digit
Numbers Using Matematika
Gasing
Analysis of Mathematics
C2-4C03-102
13.30 – 13.45
Muhammad
Teacher Problem in Learning
Ikram and Taufiq Haeri
Implementation Senior High
School
Development Of Learning
Device Local Context The
C2-4C04-111
13.45 – 14.00
Patmaniar and Darma
Ekawati
Palopo City With Modify
Cooperative Learning Model
Type Of Think Pair Share
And Problem Based Learning
Model
ISCPMS 2015
42
PARALEL SESSION 4
13.00 – 14.00
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Applied
4D
13.00 – 14.00
Burgundy 3
Endar H. Nugrahani
Time
Authors
Title
An Application of
D2-4D01-007
Catastrophe Theory to
13.00 – 13.15
Asti Meiza
Analyze the Sudden
Cognitive Development for
Kids with Special Needs
The Accuracy Of
D2-4D02-039
Linearization Method Of
13.15 – 13.30
Jemie Muliadi
Differential Equation In
Flying Wing Equation Of
Motion
D2-4D03-051
D2-4D04-065
13.30 – 13.45
Rifki Ristiawan, Hengki
A model of transmission and
Tasman and Alhadi
treatment of marijuana abuse
Bustamam
in Indonesia
Modeling Of Energy
13.45 – 14.00
Endar H. Nugrahani
Efficient Traffic Light
System
ISCPMS 2015
43
PARALEL SESSION 4
13.00 – 14.00
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Applied
4E
13.00 – 14.00
Burgundy 4
Fajar Adi-Kusumo
Time
Authors
Title
Discrete Time Markov Chain
D2-4E01-017
13.00 – 13.15
Fevi Novkaniza, Ivana
Model for Influenza Spread
Ivana and Dipo Aldila
with Medical Mask and
Treatment Interventions
The Stochastic SI Model in
D2-4E02-019
13.15 – 13.30
Benny Yong, Elvina Octora
Single Area: Comparison
and Livia Owen
with The Deterministic SI
Model
Cancer classification using
D2-4E03-t12
13.30 – 13.45
Bona Revano Sinaga,
cuckoo optimization
Zuherman Rustam
algorithm with feature
selection
D2-4E04-091
13.45 – 14.00
Fajar Adi-Kusumo, Shanti
Slow And Fast Dynamics
Dewi Siawanta, Irwan
Model Of A Malaria Disease
Endrayanto Aluicius and
With Sickle-Cell Genetic
Gunardi Gunardi
Disease
ISCPMS 2015
44
PARALEL SESSION 5
ISCPMS 2015
45
PARALEL SESSION 5
14.00 – 15.00
Topic
Session
Time
Room
Moderator
Article
Number
A2-5A01-064
:
:
:
:
:
Theory
5A
14.00 – 15.00
Burgundy 1A
Suarsih Utama
Time
14.00 – 14.15
Authors
Uha Isnaini
Title
On 2-Tuple Partition With
Some Distinct Part Marked
Achmad Bachrudin, Endang
A2-5A02-t6
14.15– 14.30
Rusyaman, Sukono,
Spatial Model for A Stream
Sudradjat, and Norizan bt.
Networks
Mohamed
The Formation Of The Gray
A2-5A03-109
14.30 – 14.45
Maukar, Asep Juarna and
Code With Hamming
Djati Kerami
Distance 1 For Tribonacci
Strings
A2-5A04-081
Setiawan, Djulio
14.45 – 15.00
Rahmawan and Fitria
Andaryani
ISCPMS 2015
Constructing The General
Sudoku Using Cosets Theory
46
PARALEL SESSION 5
14.00 – 15.00
Topic
Session
Time
Room
Moderator
:
:
:
:
:
Article
Number
Time
Statistic
5B
14.00 – 15.00
Burgundy 1B
Dian Lestari
Authors
B2-5B01-062
14.00 –
14.15
Amalia Noviani, Kartika Fitriasari
and Irhamah
B2-5B02-066
14.15 –
14.30
Zablin, Irhamah and Dedy Dwi
Prastyo
B2-5B03-070
14.30 –
14.45
Sutikno, Soedarso, Sukardi, Yusman
Alharis and Kartika Nur Anisa
B2-5B04-072
14.45 –
15.00
Arip Juliyanto, Heri Kuswanto and
Ismaini Zain
ISCPMS 2015
Title
Small Area Estimation
With General Regression
Neural Network (Case
Study: The Number Of
Dropout Children In
Poverty)
An Application Of
Bayesian Adaptive
Lasso Quantile
Regression To Estimate
The Effect Of Years Of
Schooling And
Experience On Earning
Determination Of
Fishermen Poverty
Alleviation Program
Using Analytic
Hierarchy Process In
Parigi Moutong Province
Central Sulawesi
Hierarchical Bayes
Modeling In Small Area
For Estimating
Unemployment
Proportion Under
Complex Survey
47
PARALEL SESSION 5
14.00 – 15.00
Topic
Session
Time
Room
Moderator
Article
Number
C2-5C01-045
:
:
:
:
:
Education
5C
14.00 – 15.15
Burgundy 2
Ramdani Yani
Time
14.00 – 14.15
Authors
Title
Anggit Reviana Dewi
Teaching Multiplication And
Agustyani
Division Of Fraction
Investigating Students’
C2-5C02-049
14.15 – 14.30
Lestari Hartono
Spatial Visualization In The
Properties Of Solid Figure By
Using Daily Life Context
The Implementation Of
Creative Mathematical
C2-5C03-063
14.30 – 14.45
Fitri Kania and Mirawati
Games To Improve The
Number Sense Of
Kindergarten And
Elementary School Children
The Development of
C2-5C04-009
Instrument and Instructional
14.45 – 15.00
Ramdani Yani
Materials of Integral
Concepts by Scientific
Debate Strategies
ISCPMS 2015
48
PARALEL SESSION 5
14.00 – 15.00
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Applied
5D
14.00 – 15.00
Burgundy 3
Bevina Handari
Time
Authors
Title
Exchange Rate US Dollar
D2-5D01-t14
14.00 – 14.15
Yusrina Budinur Widaad,
(USD) To Indonesian Rupiah
And Mila Novita
(IDR): A Markov- Switching
Garch Model Approach
An Improved Hybrid Method
Based On Ant Colony
D2-5D02-068
14.15 – 14.30
Ubadah, Bevina Handari
Optimization, Particle Swarm
and Gatot Hertono
Optimization And 3-Opt
Algorithm For Traveling
Salesman Problem
D2-5D03-t5
14.30 – 14.45
Maiyastri
Risk And Volatility: Time
Series Model For Investment
Variable Neighborhood
D2-5D04-095
14.45 – 16.00
Mauritsius Tuga
Search Methods For Solving
Post Enrollment University
Timetabling Problems
ISCPMS 2015
49
PARALEL SESSION 5
14.00 – 15.00
Topic
Session
Time
Room
Moderator
Article
Number
D2-5E01-050
D2-5E02-107
D2-5E03-071
:
:
:
:
:
Applied
5E
14.00 – 15.00
Burgundy 5
Devvi Sarwinda
Time
Authors
Finata Rastic Andrari,
14.00 – 14.15
Hengki Tasman and Bevina
Handari
14.15 – 14.30
14.30 – 14.45
Suryadi MT and Maria Yus
Trinity Irsan
Fatia Fatimah and Dedi
Rosadi
Title
An Agent Based Model for
Transmission of Terrorism
Encryption Algorithm Using
New Modified Logistic Map
For Digital Image
Predicting Stock Market
Volume Using Machine
Learning Techniques
An Approximation
D2-5E04-054
14.45 – 15.00
Devvi Sarwinda and Ari
Comparative Study Of Eighth
Wibisono
Functions Smooth Support
Vector Machines
ISCPMS 2015
50
PARALEL SESSION 6
ISCPMS 2015
51
PARALEL SESSION 6
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
A2-6A01-096
A2-6A02-041
A2-6A03-048
A2–6A04-036
A2-6A05-112
:
:
:
:
:
Theory
6A
15.30 – 16.30
Burgundy 1A
La Zakaria
Time
Authors
Title
On Connection Between
15.30 – 15.45
Sri Wahyuni
Projectivity and Purity of
Modules
16.00 – 16.15
Esih Sukaesih and Hendra
Bounded Sets In Standard n-
Gunawan
Normed Spaces
An Asymmetric Putnam -
16.15 – 16.30
Ahmed Bachir
Fuglede Theorem For (P,K)Quasiposinormal Operator
16.30 – 16.45
16.45 – 17.00
Raden Muhammad
Hadi and Indra Hardiyana
La Zakaria and J.M.
Tuwankotta
Hilbert-C* Bimodule
Dynamics Of A ReParametrization Of TwoDimensional Maps:
(𝑥𝑥𝑛𝑛+1 , 𝑦𝑦𝑛𝑛+1 ) = 𝑔𝑔(𝜇𝜇,𝜆𝜆) (𝑥𝑥𝑛𝑛 , 𝑦𝑦𝑛𝑛 )
=
ISCPMS 2015
𝑥𝑥𝑛𝑛 (𝜆𝜆 − 𝜇𝜇𝑥𝑥𝑛𝑛 )
𝑦𝑦𝑛𝑛 (𝑥𝑥𝑛𝑛 − 𝜇𝜇)
52
PARALEL SESSION 6
15.30 – 17.00
Topic
Session
Time
Room
Moderator
Article
Number
B2-6B01-016
B2-6B02-076
B2-6B03-077
:
:
:
:
:
Statistic
6B
15.30 – 16.30
Burgundy 1B
Sukono
Time
Authors
Rianti Setiadi, Titin
15.30 – 15.45
Siswantining, Astari K.
Naizer and Baizura Fahma
Agustina Riyanti, Vita
15.45 – 16.00
Ratnasari and Santi Puteri
Rahayu
Eunike Parameswari,
16.00 – 16.15
Brodjol Sutijo and
Suhartono Suhartono
Title
Relation Pattern Between Job
Distress And Demographic
Factors Among Workers In
Jakarta
Structure Of Food Insecurity
In Papua
Forecasting On Indonesian
Fozen Shrimp Using Arima
And Feed Forward Neural
Network
Geographically Weighted
B2-6B04-026
Regression Modeling and
16.15 – 16.30
Sifriyani Ishaq
Mapping On the Human
Development Index East
Kalimantan
B2-6B05-101
16.30 – 16.45
Sukono , Sudradjat Supian,
Subanar and Dedi Rosadi
ISCPMS 2015
Modeling Of Modified
Value-At-Risk For Skewed
Student-T Distribution
53
PARALEL SESSION 6
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
B2-6C01-020
B2-6C02-029
:
:
:
:
:
Statistic
6C
15.30 – 16.45
Burgundy 2
Siti Rohmah Rohimah
Time
15.30 – 15.45
15.45 – 16.00
Authors
Title
Ahmad Fatih Basitul Ulum,
Geographically Weighted
Purhadi and Wahyu
Bivariate Negative Binomial
Wibowo
Regression (Gwbnbr)
Nanda Arista Rizki and
Exploring dependency
Khreshna Syuhada
through Vine Copula model
Parameter estimation and
B2-6C03-030
16.00 – 16.15
Sayu Made Widiari
statistical test in Modelling
Poisson Inverse Gaussian
Regression
B2-6C04-092
B2-6C05-018
Ade Irawan, Siti
16.15 – 16.30
Nurrohmah and Ida
Fithriani
Weighted Weibull
Distribution and Its
Application to Wind Speed
Data
Spline Truncated Estimator
16.30 – 16.45
I Wayan Sudiarsa
In Multivariable Additive
Nonparametric Regression
ISCPMS 2015
54
PARALEL SESSION 6
15.30 – 17.00
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Applied
6D
15.30 – 16.45
Burgundy 3
Hendri Murfi
Time
Authors
Title
Spatial Autoregressive
Poisson Model for
D2-6D01-t8
15.30 – 15.45
Siti Rohmah Rohimah ,
Sudarwanto, Ria Arafiyah
Detecting Influential Factors
on the Number of Dengue
Haemorhagic Fever Patients
in the Province of DKI
Jakarta
0-1 Integer Linear
D2-6D01-047
Programming Model For
15.45 – 16.00
Susila Bahri
Location Selection Of Fire
Station : A Case Study In
Indonesia
D2-6D02-t4
D2-6D03-044
D2-6D04-052
16.00 – 16.15
Ria Arafiyah, Med Irzal, I
Expert system for the
Dewa Made Subrata, Agus
prevention of epidemic
Buono
dengue haemorhagic fever
Ground Motion Prediction
16.15 – 16.30
Muhammad Safiq Ubay
Equation Using Tweedie
Generalized Linear Model
16.30 – 16.45
Hasih Pratiwi, Isnandar
Self-Exciting Point Process
Slamet, Dewi R.S. Saputro
for Estimating Earthquake
and Bowo Winarno
Intensity
ISCPMS 2015
55
PARALEL SESSION 6
15.30 – 17.00
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Education
6E
15.30 – 16.30
Burgundy 5
Suarsih Utama
Time
Authors
Title
The development of problem
C2-6E01-002
15.30 – 15.45
Risnawati Ahmad, Zubaidah
Amir Mz and Nasir Za'Ba
posin-based-instruction in
math todevelop students' high
thingking level and their
independent learning
Tracing Metacognition Of
C2-6E02-t16
Students For Studying The
08.30 – 08.45
La Misu
Number Of Theory By
Approach Of Learning
Behavior
Investigating Spoken
C2-6E03-022
08.45 – 09.00
Tutuk Narfanti and Fariani
Hermin
Counting Expressions In
Javanesse And Bahasa
Indonesia Using
Ethnomathematics Approach
Correlation Between
Mathematical Connection
C2-6E04-088
And Problem Solving Skills
09.00 – 09.15
Yurniwati
In Mathematics Through A
Scientific Approach On 4th
Grade Elementary School
Students In East Jakarta
ISCPMS 2015
56
PARALEL SESSION 6
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
:
:
:
:
:
Statistic
6F
15.30 – 16.45
Burgundy 5
Mila Novita
Time
Authors
Title
Inflation Convergence
B2-6F01-021
15.30 – 15.45
Afni
Analysis Inter Region in
Hasriati, Setiawan and Agus
Indonesia by Using Spatial
Suharsono
Dynamic Panel Model ABGMM and SYS-GMM
B2-6F02-085
15.45 – 16.00
Muryanto, Suhartono and
Dedy Dwi Prastyo
Gstarx Modelling For
Forecasting Consumer Price
Index In Kalimantan
Multiscale Seasonal
B2-6F03-t2
Autoregressive Feed Forward
16.00 – 16.15
Umu Sa’adah
Neural Network modeling for
nonstationary-seasonal time
series data
B2-6F04-057
Ali Sanjaya, Inyoman
16.15 – 16.30
Otok
B2-6F05-013
Budiantara and Bambang
16.30 – 16.45
Ferra Yanuar and Aidinil
Zetra
Nurfarisha, Ida Kurnia
B2-6F06-031
16.45 – 17.00
Waliyanti, Adhitya Ronnie
Effendie and Muhammad
Farchani Rosyid
ISCPMS 2015
Mixed Estimator Of Kernel
And Multivariable
Regression Linear Spline In
Nonparametrik Regression
Estimating The Validity Of
Constructs In Patient Loyalty
Model
Projection Isometric
Stochastic Flows From Sp(2)
To S 7 And Σ 7
57
PARALEL SESSION 6
15.30 – 16.30
Topic
Session
Time
Room
Moderator
Article
Number
D2-6G01-061
D2-6G02-t3
B2-6G03-058
B2-6G04-082
:
:
:
:
:
Applied and Theory
6G
15.30 – 16.45
Burgundy 7
Yekti Widyaningsih
Time
Authors
Sutrisno Sutrisno, Widowati
15.30 – 15.45
Widowati and Dita Anies
Munawwaroh
Title
Hybrid Mathematical Model
of Inventory System with
Piecewise Holding Cost and
Its Optimal Strategy
Exploration of Queue at PT.
15.45 – 16.00
Ahmad Nizar Rangkuti
Bank Negara Indonesia
Padangsidimpuan Branch
16.00 – 16.15
16.15 – 16.30
Rory, I.Nyoman Budiantara
and Wahyu Wibowo
Ida Kurnia Waliyant
Mixed Regression Model:
Truncated Spline And Kernel
Function
Vector Field On 7 Sphere
And Sigma 7
Analysis Of Variables
B2-6G05-110
16.30 – 16.45
Yekti Widyaningsih, Putra
Affecting Unemployment
Alexander Samuel and Didi
Rate And Detecting For
Harlianto
Cluster In West Java, Central
Java, And East Java In 2012
ISCPMS 2015
58
Supported by
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
PT AIA Financial
PT BNI Life Insurance
PT Pulauintan Bajaperkasa Konstruksi
Otoritas Jasa Keuangan
PT Asuransi Jiwa Inhealth Indonesia
PT Asuransi Jiwa Generali Indonesia
Persatuan Aktuaris Indonesia
PSM Consulting
PT Administrasi Medika
PT United Dico Citas
STKIP Surya
PT Mega Central Finance
PT Synthesis Karya Pratma
Himpunan Matematika Indonesia (IndoMS)
Pusat Studi Matematika, Komputasi dan Analisis Data (Pusmaka)

IICMA 2015

Transcription

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