Scale in RS and Relation to OBIA Flashcards
1
Q
OBIA
A
- Object Based Image Analysis
- Partitioning RS imagery into meaningful image-objects, and assessing their characteristics through spatial, spectral and temporal scale
2
Q
Science is?
A
- Method of learning about the physical universe by applying principles of the scientific method, which includes making empirical observations, proposing hypotheses to explain those observations, and testing those hypotheses in valid and reliable ways
3
Q
Pattern recognition = ?
A
- Process understanding
4
Q
Components of Scale in RS
A
- Grain
- Extent
5
Q
Grain
A
- Spatial resolution
- Function of IFOV of sensor
6
Q
Extent
A
- Function of sensor swath
7
Q
Trade-off of Scale in RS
A
- Trade-off: increase grain = decrease extent
8
Q
Scale challenges in RS
A
- Landscape patterns change depending on scale of observation
- No unique or optimal single scale for defining geographic entities of different size and shape
- Results and conclusions made at one scale may not be valid at other scales
- RS suffers from MAUP
9
Q
What is MAUP? What does it represent? How does it arise?
A
- Modifiable Areal Unit Problem
- Represents Sensitivity of analytical results to the definition of data collection units
- Arises b/c number of different ways by which a study area can be divided into areal units
- 2 components
10
Q
What are the 2 components of MAUP?
A
- Scale problem
- Aggregation problem
11
Q
MAUP scale problem
A
- Variation in results when areal units are aggregated into fewer and larger units for analysis
- e.g resampling same image band represented using larger pixel sizes (10m to 10m, etc.)
- Ex. crop health index single pixels = 132 and 81 while 2 pixel aggregation = 106.5 or 116.5 depending on if vertical or horizontal aggregation
12
Q
What can happen to r2 in linear regressions with MAUP issue?
A
- Aggregation of pixels to a different scale can increase r2
- Not a proper strengthening of data relationship
- More input data (no aggregation) with lower r2 has more explanatory power even though r2 is lower
13
Q
Aggregation/zoning problem in MAUP?
A
- Variation in results generated by alternate zoning schemes at the same resolution
- ex. aggregate vertical vs. horizontal pairs
14
Q
Statistical effects of MAUP
A
- Aggregating to larger and fewer units leads to smoothing of data
- Smoothed decreases variance
- Less variance = stronger correlation coefficients, r2, in most cases
15
Q
Model effects of MAUP
A
- Model inputs vary according to aggregation schemes
- Model results vary according to inputs