Abstract No:

Name of Authors

Title Of the Paper

Name of the personwho is Presenting the paper

Address of the Institution

1

FB 01 1633

A.K.B.Chand and N. Vijender

C1-Rational Cubic Fractal Interpolation surface using functional values

N.Vijender

IITMADRAS
CHENNAI,INDIA

2.

FB 02 1685

A.K. B. Chand, P. Viswantahanand M. A. Navascues

A New Class of Rational Quadratic FractalFunctions withPositive Shape Preservation

A.K. B. Chand

IITMADRAS
CHENNAI,INDIA

3.

FB 03 1655

Ashish,Mamta Rani, and RenuChugh

Variants of Cantor Sets Using IFS

Ashish,

MAHARSHIDAYANAND UNIVERSITY, ROHTAK, INDIA

4.

FB 04 1648

BulusuRama, and Jibitesh Mishra

Modeling of 3D fractal images

BulusuRama,

SLCSINSTITUTE OF ENGG & TECH, HYDRABAD, INDIA

5.

FB 05 1638

G.P.Kapoorand SrijananiAnurag Prasad

SuperFractal interpolation Functions

SrijananiAnuragPrasad

ISI,DELHI, INDIA

6.

FB 06 1657

KarolySimon and LajosVago

Projectionsof Mandelbrot percolation in higher dimensions

LajosVago

BUDAPESTUNIVERSITY OF TECH & ECONOMICS, HUNGARY

7.

FB 07 1709

MaiThe Duy

Someexamples of finite type fractals in three dimensional
Space”

MaiThe Duy,

HAIPHONGUNIVERSITY, VIETNAM

8.

FB 08 1672

Minirani S, and Sunil Mathew

Fractals in Partial MetricSpaces

Minirani S,

NITCALICUT, INDIA

9.

FB 09 1685

P. Viswanathan and A. K. B.Chand

On Fractal Rational Functions

P. Viswanathan

IITMADRAS
CHENNAI,INDIA

10.

FB 10 1687

R. Uthayakumar, and A.Nalayini Devi

Some Properties on Koch Curve

A. Nalayini Devi

NPRCOLLEGE OF ENGG & TECH , DINDUGAL, INDIA

11.

FB 11 1671

R.Uthayakumar and A. Gowrisankar

Fractalsin Product Fuzzy Metric

A.Gowrisankar

THEGANDHIGRAM RURAL INSTITUTE, GANDHIGRAM, INDIA

12.

FA01 1728

A.A.Potapov

FractalParadigm and Fractal-scaling methods inRadio Physics

A.A.Potapov

KOTELNIKOV INSTTITUTE OF RADIO ENGG & ELECTRONICS,RUSSIA

13.

FA02 1663

DharmannaLamani, T.C.Manjunath, Ramegowda

Fractaldimension with object rotation: A case study with glaucoma eye

DharmannaLamani

SDMINSTITUTE OF TECHNOLOGY UJIRE, INDIA

14.

FA03 1679

D.MallikarjunaReddy and Malla Reddy Perati

ANovel Approach for Measuring Self-Similarity Parameter in Highway RoadTraffic at Selected Toll Plazas in India

D.MallikarjunaReddy

KAKATIYAUNIVERSITY
AP,INDIA

15.

FA04 1636

HelenMary M. C and Dilbag Singh

FractalGeometry in analysing and processingHeart Rate

HelenMary M. C

NITJALANDHAR, INDIA

16.

FA05 1686

LeenaT Timothy, Usha Nair,Bindu M Krishna, MuraliKrishna Menon

PermutationEntropy analysis of EEG of MildCognitive Impairment patients duringmemoryactivation task

LeenaT Timothy

SCHOOLOF ENGINEERING, CUSAT, INDIA

17.

FA06 1693

P.Singh, J. Jagtap, C. Pantola, A. Agarwal and A. Pradhan

A multi fractal based imageanalysis for cervicaldysplasia classification

PankajSingh

DEPT.OFPHYSICS,IIT KANPUR, INDIA

18.

FA07 1676

RajaiahDasariand Ramesh Renikunta, Malla Reddy Perati

SelfSimilar Network Traffic Modelling using Fractal Point Process – MarkovianApproach

RajaiahDasari

KAKATIYAUNIVERSITY
AP, INDIA

19.

FA08 1678

RameshRenikunta, Rajaih Dasari, Ranadheer Donthi,
MallaReddy Perati

Validationof variance based fitting for self similar traffic network

RameshRenikunta

KAKATIYAUNIVERSITY
AP, INDIA

20.

FA09 1689

RanadheerDonthi,Ramesh Renikunta, RajaiahDasari, and Malla Reddy Perati

Self-SimilarNetwork Traffic Modeling using Circulant Markov Modulated Poisson Process(CMMPP)

RanadheerDonthi

KAKATIYAUNIVERSITY
AP, INDIA

21.

FA101682

RaviKumar Gudimalla and Malla Reddy Perati

Investigationof Priority Based Optical PacketSwitch under Self-Similar Variable length Input Traffic using Matrix QueueingTheory

RaviKumar Gudimalla

KAKATIYAUNIVERSITY
AP, INDIA

22.

WB01 1669

Abdullah

Onthe characterization of nonuniform wavelet sets on positivehalf line

Abdullah

ZHDCDELHI UNIVERSITY, INDIA

23.

WB02 1675

Divyasingh

IntervalWavelet sets determined by points on the circle

Divyasingh

NITROORKELA, INDIA

24.

WB03 1680

F.A. Shah

AConverse Problem related to the M-band Wavelets

F.A. Shah

UNIVERSITYOF KASHMIR, INDIA

25.

WB04 1681

P.Devaraj, and S. Yugesh

Aremark on reconstruction of splines from their local weighted average samples

P.Devaraj

ANNAUNIVERSITY TAMILNADU ,INDIA

26.

WB05 1723

RajeevKumar Singh, AshishPathak and B. N.Mandal

Numericalsolution of linear Fredholm andVolterra integral equations of the second kind by using Cubic Legendremulti-wavelets

RajeevKumar Singh

SIKKIMMANIPPAL INSTITUTE OF TECH, MAJITAR, INDIA

27.

WB06 2107

R.Rajaramanand G.Hariharan

Anew wavelet based hybrid method for Fisher type equation

R.Rajaraman

SASTRAUNIVERSITY TANJORE, INDIA

28.

WB07 1661

VishnuN. Mishra and KejalKhatri

Approximationof Functions belonging to the generalized Lipschitz Class by C1 _NpSummability Method of Conjugate Series of Fourier series

KejalKhatri

SARDARVALLABHAI NATIONAL INSTITUTE OF TECH, SURAT,INDIA

29.

WB08 1662

VishnuN. Mishra , KejalKhatri and Lakshmi Narayan Mishra

Approximationof Functions belonging to Lip(x(t), r) class by ( N,Pn )(E , q)summability of Conjugate Series of Fourier series

VishnuN. Mishra

SARDARVALLABHAI NATIONAL INSTITUTE OF TECH, SURAT, INDIA

30

WB09 1673

MubeenM and Narayanan V

Construction of Multiscaling Functions using MatrixPolynomials

Mubeen.M

NIT,CALICUT, KERALA, INDIA.

31.

WA01 1698

Dr.JyotiSarup,Dr.JyotiBharti and ArpitaBaronia

Implementationof wavelet based and discretecosine based algorithms on panchromatic image

JyotiSarup

DEPTOF CSE
MANIT, INDIA

32.

WA02 1683

FrancisK.J and Ivene Jose

Computationallyefficient wavelet domain solver for florescence Diffuse Optical Tomography

FrancisK.J

CHRISTUNIVERSITY BANGALORE, INDIA

33.

WA03 1718

JyotiBharti,M.K.Guptaand Mahesh Gondli

ImageDenoising using Wavelet Thresholding method with Different Noises

JyotiBharti

DEPTOF CSE
MANIT, INDIA

34.

WA04 1732

KulwinderSingh Parmar and RashmiBhardwaj

Trend,Time Series and Wavelet Analysis of River Water Dynamics

KulwinderSingh

GURUGOBINDSINGH INDRAPRASTHA UNIVERSITY , DELHI, INDIA

35.

WA05 1729

P.Pirabaharan,R.David Charndrakumar, G.Hariharan

Anefficient wavelet based approximation method to film-pore diffusion model arisingin chemical engineering

P.Pirabaharan

ANNAUNIVERSITY, UNIVERSITY COLLEGE OF ENGG:
DINDIGAL,INDIA

36.

WA06 1652

Sunjayand Manas Banerjee

Wavelettransform for Seismic Attributes

Sunjay

GEOPHYSICS BHU VARANASI, INDIA