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Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute of Mathematics, Eötvös Loránd University, Budapest, Hungary, June 6 - 10, 2016 * Institute of Geodesy, Cartography and Remote Sensing http://www.fomi.hu ** Eötvös Loránd University, Faculty of Informatics http://www.elte.hu

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Page 1: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Mathematical analysis of satellite images

Part 1

István László*

István Fekete**

Summer School in Mathematics Institute of Mathematics, Eötvös Loránd University,

Budapest, Hungary, June 6 - 10, 2016

* Institute of Geodesy, Cartography and Remote Sensing http://www.fomi.hu

** Eötvös Loránd University, Faculty of Informatics http://www.elte.hu

Page 2: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Contents

2 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

•Part 1: An overview of remote sensing

• 1. Introduction: the evolution of remote sensing

• 2. Raw material: acquisition and pre-processing

• 3. Evaluation: only visual approach?

• 4. Practical applications

• 5. Education and university collaboration

•Part 2: Advanced methodology

• 1. Numerical evaluation of satellite images

• 2. The whole process of evaluation

• 3. Segment-based thematic classification

• 4. Data fusion

• 5. Object-based image analysis (OBIA)

Page 3: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

1. Introduction: the evolution

of remote sensing

3 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 4: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Needs?

- The exhausting of local and global resources (first: oil)

- Global problems

- The extinction of species

- Club of Rome

Therefore natural resources should be managed, based on exact survey!

Opportunities?

- Space technology

- Sensors

- High speed data transfer

- 1972: launch of the first LANDSAT (ERTS) satellite

- Fast computers with graphical capabilities

- Digital image processing

4 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 5: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Remote sensing:

from data acquisition to thematic evaluation

The 3 main

components of remote

sensing system

5 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 6: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The parts of optical wavelength interval

6 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 7: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The first series

of Landsat

satellites

(1, 2, 3)

(1972-1983)

7 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 8: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

SPOT 5 HRG

sensor

8 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 9: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Very high resolution satellite images

(0,5 m x 0,5 m – 4 m x 4 m-es ground resolution)

IKONOS satellite image

9 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 10: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

A part of IKONOS multispectral satellite image (4 m) Sapporo, Japan, 1999 October 6 Space Imaging

10 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 11: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The first Hungarian satellite: MASAT-1 http://cubesat.bme.hu

2012 February 13 – 2015 January 9

11 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 12: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Long-term European programme: Copernicus

…and Sentinel satellites

Sentinel-1A (2014. 04. 03.): weather independent, radar sensor

Sentinel-2A (2015. 06. 23.): high resolution multispectral optical sensor

12 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 13: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

2. Raw material:

data acquisition and pre-processing

13 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 14: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

• Passive, reflective systems:

- Sun is the source of electromagnetic (EM) radiation

- Sampling “windows” of the whole EM spectrum

The physical background of remote sensing

Different land covers reflect differently:

- crops, - water, - soil Sensors measure the intensity of electromagnetic

radiation arriving from the Earth’s surface

14 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 15: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Spectral response curves

What are the acquisition bands used for?

15 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 16: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The diversity of remote sensing - Carrier

- Height

- Time

- Sensors

- Wavelength

Satellites: Geostationary orbit: 36 000 km

(Near) polar orbit: 450-1000 km

Airplanes: 300 m-10 km

Drones: UAV – Unmanned Aerial

Vehicle or RPAS - Remotely

Piloted Aircraft Systems:

30-600 m

Gliders: 100-300 m

Terrestrial observation:

5 m

16 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 17: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Scanning acquisition:

17 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 18: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute
Page 19: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

What does a remote sensing image contain?

Pixels <--> elementary pieces of surface

Band values within a pixel

19 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 20: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The main parameters

of remote sensing systems Spatial:

- Spatial coverage

- Ground resolution

Spectral:

- Spectral resolution

- Radiometric resolution

Temporal:

- Temporal resolution (cycle length)

- Other factors: data access (availability, speed, price)

20 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 21: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Scene ID Date

1333 2012.08.06.

8364 2012.08.18.

8481 2012.08.18.

4565 2012.08.25.

The mosaicking of image tiles

21 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 22: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Geometric correction

It is clear that an accurate Digital Elevation Model is inevitable.

Scene 8481, RGB 423 Scene 8364, RGB 412

22 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 23: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Two complete coverages of VHR images (Pléiades)

Pléiades, 2013.05.18. + Pléiades, 2013.07.17.

23 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 24: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Pixel-based fusion („merge”)

- Pricipal Component Analysis (PCA)

- Modified Intensity-Hue-Saturation Merge (MIHS)

- In-house developed fusion, based on high pass filter (HPF)

24 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 25: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

3. Evaluation:

only visual approach?

25 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 26: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The thematic evaluation of remote sensing images

2003. 03. 29., Landsat 7 ETM+

2003. 07. 27., Landsat 5 TM

A part of a crop map

Őszi búza Tavaszi árpa

Őszi árpa Kukorica Silókukorica Napraforgó Cukorrépa

Lucerna Vízfelszínek Nem mezőgazdasági területek Egyéb szántóföldi növények

26 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 27: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The diversity of thematic categories

Őszi búza

Tavaszi árpa

Őszi árpa

Kukorica

Silókukorica

Napraforgó

Cukorrépa

Lucerna

Vízfelszínek

Nem mezőgazdasági területek

Egyéb szántóföldi növények

27 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 28: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Texture: the regular changes of intensity values

28 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 29: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Feladat Vizuális interpretáció

(szem + agy rendszer)

Számítógépes

kiértékelő rendszer

Geometriai összefüggések, struktúrák

felismerése

kitűnő gyenge

Textúra felismerése, azonosítása jó gyenge

Textúra mérése gyenge kitűnő

Tónusok elkülönítése közepes kitűnő

Megbízhatóság, objektivitás,

reprodukálhatóság

közepes jó

Feldolgozási sebesség gyenge kitűnő

Bonyolult szakértelem, egyéb ismeretek

alkalmazása

jó közepes

Több adatforrás vagy időpont együttes

kiértékelése

gyenge kitűnő

The two basic methods of remote sensing data evaluation:

visual interpretation

and digital image processing

29 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 30: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

3.1. Numerical evaluation

30 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 31: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The basic task of image processing

and the elementary solutions of classification

Pixels belonging to categories

The intensity vectors of categories

show a typical probability distribution

in certain parts of intensity space

31 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 32: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute
Page 33: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Clusters and thematic categories

33 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 34: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

3.2. Visual evaluation

34 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 35: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Application in remote sensing subsidy control (CwRS)

Sensor Date

Ikonos 2013.06.21.

Ikonos 2013.07.02.

GeoEye 2013.07.03.

GeoEye 2013.07.06.

35 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 36: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

CwRS, Example#1: tree density counting

Ikonos, 2012.07.02. Pléiades, 2012.08.18.

36 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 37: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

CwRS, Example#2: the detection of sunflower

GeoEye, 2012.07.06. Pléiades, 2012.08.18.

37 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 38: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

CwRS, Example#3: cereal stubble (weed-free)

Ikonos, 2012.07.02. Pléiades, 2012.08.18.

38 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 39: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

3.3. Combined solutions

39 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 40: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The detection of weed-infected areas

Weed infection in soybean parcels, detected with the quantitative evaluation of NDVI

map. The grades of weed infection can be observed with Pleiades images on

soybean stubble. The extent of infection can be well measured within parcels.

40 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 41: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Automatic delineation of forest areas Object-based Image Analysis (OBIA)

41 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 42: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The quantitative comparison of Pleiades images

2012.08.06. 2012.08.18.:

Left to right:

difference, 2012.08.06, 2012.08.18.

42 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 43: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

4. Practical applications

43 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 44: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

4.1. The National Operational

Crop Monitoring and Production Forecast

Programme (CROPMON)

44 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 45: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

26th EARSeL Symposium May 29 – June 2, 2006, Warsaw

Data Flow in CROPMON

CROPMON

INFORMATION

EXTRACTION

SYSTEM

Precalibration,

historical data

Reference

data

Low resolution

satellite data

High resolution

satellite data

Crop maps and

area figures

Development

assessment

Yield forecast

Production Reports

W in ter w heat

L egend

Spring barley

W in ter barley

M aize

Silage m aize

Sunflow erSugarbeet

A lfalfa

Peas

O ther cereals

Spring fodder crops

1. Megye Őszi búza

(ha)

Őszi árpa

(ha)

Tavaszi árpa

(ha)

2. Pest, Budapest 69 694 13 522 7 871

Közép-Magyarország 69 694 13 522 7 871

Fejér 82 809 8 603 4 659

Komárom-Esztergom 30 598 5 621 4 744

Veszprém 36 982 15 751 9 654

Közép-Dunántúl 150 389 29 975 19 057

Győr-Moson-Sopron 68 062 13 965 24 257

Vas 39 011 7 456 13 853

Zala 22 241 7 441 6 030

Nyugat-Dunántúl 129 314 28 862 44 140

Baranya 55 873 13 734 5 959

Somogy 50 241 11 666 2 018

Tolna 54 666 10 264 1 965

Dél-Dunántúl 160 780 35 664 9 942

Borsod-Abaúj-Zemplén 58 269 5 249 20 885

Heves 52 188 6 397 10 906

Nógrád 22 031 2 040 6 673

Észak-Magyarország 132 488 13 686 38 464

Hajdú-Bihar 68 156 8 238 8 487

Jász-Nagykun-Szolnok 116 323 14 016 15 198

Szabolcs-Szatmár-Bereg 36 212 5 087 3 284

Észak-Alföld 220 691 27 341 26 969

Bács-Kiskun 93 202 27 864 6 043

Békés 124 146 21 279 3 893

Csongrád 70 870 17 375 2 930

Dél-Alföld 288 218 66 518 12 866

1. Megye Őszi búza

(kg/ha)

Őszi árpa

(kg/ha)

Tavaszi árpa

(kg/ha)

2. Pest, Budapest 3 650 3 146 2 540

Közép-Magyarország 3 650 3 146 2 540

Fejér 4 180 3 802 3 298

Komárom-Esztergom 3 909 3 486 2 834

Veszprém 3 760 3 407 3 031

Közép-Dunántúl 4 022 3 535 3 047

Győr-Moson-Sopron 3 712 3 378 3 307

Vas 3 626 3 250 3 245

Zala 3 861 3 610 3 152

Nyugat-Dunántúl 3 712 3 405 3 266

Baranya 4 346 3 867 2 934

Somogy 3 718 3 572 2 959

Tolna 4 179 3 957 3 040

Dél-Dunántúl 4 093 3 796 2 960

Borsod-Abaúj-Zemplén 3 328 2 912 2 721

Heves 3 116 2 977 2 614

Nógrád 3 193 2 841 2 541

Észak-Magyarország 3 222 2 932 2 659

Hajdú-Bihar 3 681 3 148 2 396

Jász-Nagykun-Szolnok 3 365 3 261 2 572

Szabolcs-Szatmár-Bereg 3 636 3 156 2 663

Észak-Alföld 3 507 3 207 2 528

Bács-Kiskun 3 700 3 207 2 234

Békés 3 461 3 265 2 387

Csongrád 3 421 2 976 2 582

Dél-Alföld 3 528 3 165 2 360

Drought Alert

Reports

Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 46: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

26th EARSeL Symposium May 29 – June 2, 2006, Warsaw

• Basics:

• combination of spatial with

spectral/temporal information

(high res. + AVHRR)

• NOAA AVHRR images

and crop maps =>

crop specific temporal profiles

• Features:

• generic: works for several crops

• year independent

• area independent

• reliable, accurate, timely

The FÖMI RSC crop yield forecast model

Part of a crop map with 1.1 km grid overlay,

corresponding to the NOAA AVHRR pixel size

Corresponding subset of a NOAA AVHRR colour composite (211 RGB)

good

bad

bad

Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 47: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Area measurement: Crop maps –

detailed analysis at pixel level

Kukorica megyei területadatok 1991-2000

FÖMI TK (távérzékeléssel mérve) - KSH adat

R2 = 0,91

20000

40000

60000

80000

100000

120000

140000

160000

20000 40000 60000 80000 100000 120000 140000 160000

FÖ MI TK területadatok (ha)

KS

H t

erü

leta

da

tok

(h

a)

Őszi búza megyei területadatok 1991-2000

FÖMI TK (távérzékeléssel mérve) - KSH adat

R2 = 0,97

0

20000

40000

60000

80000

100000

120000

140000

160000

180000

0 20000 40000 60000 80000 100000 120000 140000 160000 180000

FÖ MI TK területadatok (ha)

KS

H t

erü

leta

da

tok

(h

a)

47 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 48: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

4.2. Waterlog and flood monitoring

48 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 49: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Monitoring the impact of waterlog

using satellite image time series

49 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 50: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Waterlog maps derived from IRS WIFS

medium resolution satellite data

• good overview at country and at county level

• frequent (3-4 days), good for change detection

• cover the whole country with low cost

• quick processing

50 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 51: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Monitoring the change of waterlog

March 12, 1999 March 3, 1999

182 ha 86 ha

1384 ha 596 ha

38 ha 17 ha

The dynamics of waterlog

and its impact can be

quantified. The affected

areas can be assessed by

villages as well.

standing water

saturated soil

crop in water

no waterlog

natural water bodies

51 Mathematical analysis of satellite images

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Page 52: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Real-time flood monitoring, 2001

52 Mathematical analysis of satellite images

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Page 53: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

4.3. The building up

and maintenance

of Land Parcel Identification System (LPIS; MePAR in Hungarian)

53 Mathematical analysis of satellite images

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Page 54: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Orthophoto 2011, MePAR 2012

Orthophoto 2007, MePAR 2010

Review and change management of physical blocks

Example #1 The reduction of eligible area because of road construction

54 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 55: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Review and change management of physical blocks

Example #2 The reduction of eligible area because of urban development

Orthophoto 2007, MePAR 2010

Orthophoto 2011, MePAR 2012

55 Mathematical analysis of satellite images

Summer School in Mathematics, ELTE, Budapest, 06-10 June 2016

Page 56: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Review and change management of physical blocks

Example #3

Orthophoto 2007, MePAR 2010

Orthophoto 2011, MePAR 2012

The reduction of eligible area because of the extension of industrial area (opencast)

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Page 57: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The MePAR land cover system

Scale 1 : 5000

57 Mathematical analysis of satellite images

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Page 58: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

4.4. Control with Remote Sensing

of Agricultural Subsidies

58 Mathematical analysis of satellite images

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Page 59: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The comparison of claims and real situation:

• Cultivated crop

• Parcel area

• Good Agricultural and Environmental Conditions (GAEC)

Remote sensing control of area-based agricultural subsidies

Claims

(electronic)

Control in GIS

using satellite images

Result: control

documents

(electronic)

59 Mathematical analysis of satellite images

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Page 60: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Spring 1

Crop identification

Satellite images

Hig

h r

es

olu

tio

n

(10-2

5m

) ti

me

se

rie

s

Ve

ry h

igh

re

so

luti

on

(0,5

-1m

)

Spring 2 Summer 1 Summer 2

SPOT 2 XS

SPOT 4/5/6/7 Xi

Landsat 5/7/8 (E)TM

IRS-1C/D/P6/R2 LISS

RapidEye

VHR

Area measurement

Ikonos

QuickBird

Pléiades 1A/1B

GeoEye

WorldView 1/2/3

Basic data of CwRS:

high and very high resolution satellite images (HR, VHR)

CwRS

central

database

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Page 61: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Computer-aided Photo-interpretation (CAPI)

with GIS software developed within FÖMI

Digitised parcel drawing

Claim

database

High resolution satellite

image time series for

crop determination

Very high resolution (VHR)

satellite images for area

measurement

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Page 62: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Different crop types can be distinguished at parcel

level using Very High Resolution images

rape seed

cereal

row crop

cereal

rape seed

rape seed

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Page 63: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

The protection of permanent grassland: at least one mowing per year or regular

grazing

Control of minimum cultivation practice

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Page 64: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

2009-04-22, SPOT4 2009-05-20, VHR 2009-07-24, SPOT4 2009-08-17, SPOT5

Encroachment of unwanted weeds must be prevented

Control of minimum cultivation practice

64 Mathematical analysis of satellite images

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Page 65: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

GAEC - the checking of prevention of soil erosion with DEM+GIS (DEMsteep parcels, CAPIparcels with row crops, intersection: problem!)

65 Mathematical analysis of satellite images

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Page 66: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

5. Education and

university collaboration

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Page 67: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

• 1983-84: Joint development of a system evaluating satellite images

• 1985-2002: Occasional collaborations, joint publications

• 1999, 2005: Segment-based classification appears in PhD projects

• 2003: The establishment of Faculty of Informatics. Further joint research

projects start

• 2004: The launching of Geospatial Information Systems educational

module. It contains the subject Analysis of Remote Sensing Images

(2+2), maintained jointly by ELTE and FÖMI

• 2006-2011: Twelve students attended at cooperative education in FÖMI

Collaboration in research and education

between ELTE and FÖMI

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Page 68: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Education: the course

„Analysis of Remote Sensing Images”

- Started in 2005, 5th year MSc students. The curriculum contains a series

of about 400 slides within 15 lectures.

- Presentation (I. László, FÖMI) includes the theoretical background of

remote sensing (pre-processing, image analysis, statistical classification)

and covers wide variety of practical applications.

- Lab seminars (R. Giachetta, ELTE): students implement programming

tasks in connection with remote sensing (transformations, filtering,

segmentation, clustering, classification).

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Page 69: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Innovative benefits of collaboration

- Main contact point: Department of Algorithms and Applications,

István Fekete assoc. prof.

- Joint research, development and educational results

- Students gain insight into current operational applications

- Introduction of new scientific results into projects

- Students may get a professional practice at FÖMI

- Rising generation of highly educated colleagues

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Page 70: Mathematical analysis of satellite images · 2017-01-08 · Mathematical analysis of satellite images Part 1 István László* István Fekete** Summer School in Mathematics Institute

Thank you for your attention!

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