Using ‘obi:value specifications’ for Measurements in Radiology Heiner Oberkampf instance owl:Class rdf:type everything in red is to be discussed Legend:

Slides:

Advertisements

Similar presentations

Suspension Bridge Wizard

Advertisements

Density Lab Part One. Density Lab: Part One DESCRIBE Describe the color and the shape of the object using 2 words.

Abdominal Imaging of Liver

Advanced GIS Using ESRI ArcGIS 9.3 ADVANCED VISUALIZATION.

Volume of Triangular Prism. Volume of a Triangular Prism Length Volume of a prism = Area x length Area of triangle = ½ x base x height.

Finding Volumes.

Using ‘obi:value specifications’ for Measurements in Radiology Heiner Oberkampf instance owl:Class rdf:type everything in red is to be discussed Legend:

Dmitriy Zinovev. Summary 51 radiology reports 77 malignant cases 63 guesses.

Reconciliation between BFO and DOLCE leads to YATO ー On quality description ー Riichiro Mizoguchi ISIR, Osaka University.

Properties of Circles Perimeter and Area A circle is defined as a plane curve formed by the set of all points which are a given fixed distance from a.

Today, I will learn the formula for finding the area of a rectangle.

Volume of Rectangular Prisms

Geometric Dimensions and Tolerances

Do Now. Homework Solutions 1)c 2 – 26c – 56 = 0 (c – 28)(c + 2) = 0 {-2, 28} 2)n 2 + 4n – 32 = 0 (n + 8)(n – 4) = 0 {-8, 4} 3)h 2 + 2h – 35 = 0 (h + 7)(h.

Section 9-4 Perimeter, Area, and Circumference.

Volume Return to table of contents. Volume - The amount of space occupied by a 3-D Figure - The number of cubic units needed to FILL a 3-D Figure (layering)

Branch & Bound UPPER =  LOWER = 0.

Areas involving rectangles and triangles For each rectangle you must be able to spot the length and width For each triangle you must be able to spot the.

4-4: The Fundamental Theorems Definition: If f is continuous on [ a,b ] and F is an antiderivative of f on [ a,b ], then: The Fundamental Theorem:

Finding VOLUME DeMarco. The OBJECTS FORMULA? L x W x H Length = 6cm.

Tsunami Effects On Coastal Structures.  Project description.  Work completed.  Results.  Work to be completed.  Summary.

Chapter 4: Pattern Recognition. Classification is a process that assigns a label to an object according to some representation of the object’s properties.

Perimeter of Rectangles

© 2010 Pearson Prentice Hall. All rights reserved. CHAPTER 10 Geometry.

Warm Up  If you haven't done the lab with the slinky then no warm up. Otherwise...  1. Draw a graph of a standing wave with amplitude vs. position. Label.

Warm-Up #1 11/30 1. Write down these 3 formulas:

The Pythagorean Theorem a2 + b2 = c2

Descriptive Geometry. Introduction  What is Descriptive Geometry? →It is the study of points, lines, and planes in space to determine their locations.

 When drawing 3-dimensional objects, you have to pay attention to the length, width, and height or depth of the object you are interested in drawing.

Ratio Measurements Overview of modeling approaches in existing ontologies. Note: class hierarchies are shortened in the following Heiner Oberkampf.

G-11 (1-5) Using formulas in Geometry I can use formulas to compute perimeter and area of triangles, squares, rectangles, and circles.

The Definite Integral. Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles.

The Process of Making The Best CO2 Machine! Agricultural Mechanics / Woodshop Mr. Weaver The Process of Making The Best.

Length The distance between two points. The red line is 4 millimeters more than 3 centimeters long. 3.4 cm 34 mm.

Starter: To determine how much matter is packed into this space I must _____________________________ _____________________________ Regular –shaped objects.

Surface area of a cylinder Imagine a cylinder opened out Rectangle Circle.

Perimeter, Area and Volume Presented by Bill Haining Functional Skills L1.

Chapter 11 Areas of Plane Figures (page 422)

Dimensioning and Tolerancing Symbology

SIMILAR FIGURES.

Journal of Vision. 2015;15(16):13. doi: / Figure Legend:

Finding Volumes.

Definitions worksheet follow-up

1 3 2 Maths 3:Perimeter, Area and Volume By: Bill Haining.

Area of triangles.

Volume of Prisms.

10-7 Volume of Pyramids and Cones

4 Pure Bending.

A scale drawing is a drawing in which all parts of the drawing are reduced or enlarged by the same scale factor. A scale is a ratio that compares the measurements.

Name___________ Class_______ Period_____

How to find the area of a parallelogram.

The Pythagorean Theorem a2 + b2 = c2

Area of triangles.

Name:________________ Date:_________________ Class Period:___________

Name: _____________________ Period: ___ DO NOW 10/5/17

Area & Volume Chapter 6.1 & 6.2 February 20, 2007.

The Pythagorean Theorem a2 + b2 = c2

2 types of scale factor problems

Properties of Definite Integrals

Arc Length … x y a b xi ... Pi P0 P1 Pn

Factors Correlating Outcome in Young Infants With Congenital Muscular Torticollis Ji Hwa Ryu, MD, Dong Wook Kim, MD, Seung Ho Kim, MD, Hyun Seok Jung,

Radiological Anatomy Of The Chest

Area Surface Area Volume

Logarithmic Functions and their Graphs

4 Pure Bending.

Red Black Trees.

Circles and Area.

Body Planes/Sections How is a body divided?.

The Lymphatic System and Defenses

Figure 1. Treatment outcomes of tuberculous lymphadenopathy according to initial lymph node size. Five (25%) patients received LN excision for the following.

Presentation transcript:

Using ‘obi:value specifications’ for Measurements in Radiology Heiner Oberkampf instance owl:Class rdf:type everything in red is to be discussed Legend:

Using ‘obi:value specification’ _:vs uo:centimeter iao:has measurement unit label uo:length unit “1.1”^^xsd:float _:diam-LN obi:has specified value _:md iao:length measurement datum obi:has value specification pato:diameter _:ln fma:lymph node bfo:has quality ogms:clinical finding _:cf iao:is about “Enlarged lymph node with diameter 1.1 mci:sentence _:s mci:documented in mci:has textual representation ro:has_part iao:is quality measurement of :length value specification obi:value specification Added Classes: Size in PATO:

Using ‘obi:value specification’ for 2D measurements _:vs uo:centimeter iao:has measurement unit label uo:length unit “1.1”^^xsd:float _:diam-LN obi:has specified value _:md iao:length measurement datum obi:has value specification pato:diameter _:ln fma:lymph node bfo:has quality ogms:clinical finding _:cf iao:is_about “Enlarged lymph node with diameter 2.5 x 1.1 mci:sentence _:s mci:documented in mci:has textual representation ro:has_part iao:is quality measurement of :length value specification obi:value specification _:2d-lmd :two directional length measurement datum _:vs2 _:md2 “2.5”^^xsd:float ro:has_part _:diam-LN2 iao:measurement datum

Normal Size Specifications

_:vs uo:centimeter iao:has measurement unit label uo:length unit “1.0”^^xsd:float obi:has specified value obi:scalar value specification :has maximal value specification _:ns :normal size upper bound specification iao:information content entity obi:value specification :length value specification Example: Lymph nodes are normally up to 1 cm. Added Object Properties:Added Classes: fma:lymph node _:nd pato:diameter bfo:is quality of pato:normal _:ln iao:is quality specification of pato:length pato:size Instances: 96 size specifications about 38 different anatomical entities.

Using Defined Classes normal size interval specification normal size upper bound specification …

Work in Progress Orientation of the measurement within the three planes: longitudinal (cranio-caudal, superior-inferior) transverse (axial) antero-posterior Type of size measurement length, width, depth, height, thickness… long/short diameter Location of the measurement “Lesion of 1.8 cm in liver segment 6.” “Diameter of spleen at hilum.” Questions OBI is using BFO(2?) while IAO is using BFO1.1… ??? OBI contains two DataProperties ‘iao:has measurement value’ and ‘obi:has specified value’: Is the IAO property still needed? Could one use the IAO property as a shortcut for the path ‘obi:has value specification’/‘obi:has specified value’?