Criteria for distinguishing parthood from spatial inclusion in biological objects Stefan Schulz, Philipp Daumke Department of Medical Informatics University.

Slides:



Advertisements
Similar presentations
Organization of the Human Body – Organ Systems and Life-Span Changes
Advertisements

Enhancing GO for the sake of clinical bionformatics Anand Kumar IFOMIS, University of Leipzig/Saarbrücken.
Anatomical boundaries and immaterial objects Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany)
Stefan Schulz Language and Information Engineering (JULIE) Lab, Jena University, Germany Representing Natural Kinds by Spatial Inclusion and Containment.
System System System Structures Structures Structures Functions
Towards a Computational Paradigm for Biological Structure Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany) Udo Hahn.
Criteria for distinguishing parthood from spatial inclusion in biological objects Stefan Schulz, Philipp Daumke Department of Medical Informatics University.
The Role of Foundational Relations in the Alignment of Biomedical Ontologies Barry Smith and Cornelius Rosse.
1 Beyond Concepts Barry Smith
Larry Frolich, Body Systems Body Systems Overview II The Inner Tube: Blood ‘n Guts (Bio 34: Anatomy and Physiology II)
The Meaning of Part (Discussion) Anand Kumar MBBS, PhD IFOMIS, Department of Medicine, Univ. of Saarland, Germany. BIOMEDICALONTOLOGYBIOMEDICALONTOLOGY.
1 Logical Tools and Theories in Contemporary Bioinformatics Barry Smith
Anatomical Information Science Barry Smith
1 The OBO Relation Ontology Genome Biology 2005, 6:R46 based on the fundamental distinction between instances and universals takes instances and time into.
Extracted from “Lmo-2 interacts with Elf-2” On the Meaning of Common Statements in Biomedical Literature Stefan Schulz Department of Medical Informatics,
A Formal Theory for Spatial Representation and Reasoning in Biomedical Ontologies Maureen Donnelly Thomas Bittner.
Ontological Foundations for Biomedical Sciences Stefan Schulz, Kornél Markó, Udo Hahn Workshop on Ontologies and their Applications, September 28, 2004,
Bell Ringer. Unit 1 Review Scientific Method 1.Hypothesis: prediction of outcome of the experiment; if, then statement 2.Experiment: controlled test.
Organ Systems ST 110 Chapter 4. Objectives Describe the various organ systems of the body Describe the various organ systems of the body Describe the.
Anatomy and the Organ Systems. Anatomy – the study of the structure of an organism  Recall… Animals are multicellular organisms with specialized cells.
Sponge: Set up Cornell Notes on pg. 19 Topic: Ch. 1 Organ Systems Essential Question: Choose an organ system. Describe the general functions of that organ.
Circulatory system Functions
Overview of Anatomy & Physiology
The Human Body: An Orientation
1. 2 Chapter 1 The Human Body 3 Introduction Anatomy: the study of the structure of the body Physiology: the study of the function of the body parts.
 Name an organ system and list as many organs as you can think of that are within that system.
Return to your lab groups from last class period. When you are done writing your “Antiseptic Comparison Lab” conclusion, write down the organization (from.
Introduction to Physiology
Introduction to the Human Body
Body Tissues Epithelial Tissue 1.Covers all surfaces (protects). 2.Line most internal organs (absorbs, excretes). 3.Major tissue of glands (secrete a product).
We will explore: Human Structure and Organization The Importance of the Systems Within the Body.
Anatomy and Physiology
The Meaning of Part Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany) Ontology and Biomedical Informatics An International.
Standardization of Anatomy Parts and Wholes – From Function to Location Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany)
The Foundational Model of Anatomy and its Ontological Commitment(s) Stefan Schulz University Medical Center, Freiburg, Germany FMA in OWL meeting November.
Ch 46 – Circulatory and Respiratory Systems
3 recurring themes in Anatomy & Physiology Structure and Function HomeostasisIntegration 1.
ELAINE N. MARIEB EIGHTH EDITION 1 Copyright © 2006 Pearson Education, Inc., publishing as Benjamin Cummings PowerPoint ® Lecture Slide Presentation by.
Ontological Foundations of Biological Continuants Stefan Schulz, Udo Hahn Text Knowledge Engineering Lab University of Jena (Germany) Department of Medical.
Organ Systems Warm Up: Can you name all of the human body systems?
How to Distinguish Parthood from Location in Bio-Ontologies Stefan Schulz a,b, Philipp Daumke a, Barry Smith c,d, Udo Hahn e a Department of Medical Informatics,
Human Body Systems. Levels of Organization Cells Tissues Organs Organ Systems.
Anatomy & Physiology Basic structure: cells, tissues, organs Body planes, directions, & cavities Integumentary system.
1. 2 FUNCTION (S): Protects and supports body organs; provides a framework the muscles can use to cause movement; stores minerals. KEY STRUCTURES: Bones.
Animal Tissues and Organ Systems Bio 100 Tri-County Technical College Pendleton, S. C.
 How many bones are in an adult’s human body?  Approximately how many muscles do humans have? 650 muscles 206 bones.
 Put this list in order: ORGAN, ORGANELLE, TISSUE, CELL, ORGANISM, ORGAN SYSTEM ORGANELLE, CELL, TISSUE, ORGAN, ORGAN SYSTEM, ORGANISM.
Human Body Systems. Integumentary System Functions: –protects the body against pathogens – helps regulate body temperature Major Organs: skin, hair, nails,
What is the distinguishing factor between Anatomy and Physiology?  Anatomy: morphology of Structures  Forms and arrangements  Physiology: Describes.
Unit 9: Human Body Part 1 ~ Body Organization and Systems Overview Mrs. Howland Biology 10 Rev. Feb 2016.
Anatomy Physiology. Remember cells with similar functions combined to make tissues.
Biology ( large branch of science) Study of all forms of life (plants, animals and humans) Anatomy Shape and structure Relationship of one body part to.
ANATOMY LECTURE 3 Levels of Organization Body Systems.
Intro to Anatomy – Lesson 3
Towards a Computational Paradigm for Biological Structure
Text Knowledge Engineering Lab University of Jena (Germany)
Representing Natural Kinds by Spatial Inclusion and Containment
Ontological Foundations for Biomedical Sciences
Organ Systems.
Overview of the Human Body
September 2017 Objective: Journal:
UNIT 3: ANATOMY OF MAMMALS (Specializing in Humans)
The Human Body.
Stefan Schulz, Philipp Daumke
Standardization of Anatomy Parts and Wholes – From Function to Location Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany)
Standardization of Anatomy Parts and Wholes – From Function to Location Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany)
Multi-celled organisms only
UNIT 3: ANATOMY OF MAMMALS (Specializing in Humans)
Presentation transcript:

Criteria for distinguishing parthood from spatial inclusion in biological objects Stefan Schulz, Philipp Daumke Department of Medical Informatics University Hospital Freiburg (Germany)

Beyond Part-Of Part-of / has-part: Generally accepted foundational relation to describe the spatial composition of biological organisms Can the generic part-of be clearly distinguished from other relations by non-discretionary criteria ? Is the part-of relation suitable for an ontology of biological systems ?

Phagocytosis / Digestion Virus Cell t 1 t 2 t 3 t 4 t 5

Secretion t 1 t 2 t 3 t 4 t 5

Parthood and Spatial Inclusion part-of : p (x, y, t)generic parthood relation between objects Region:R(z)z is a region in (Euklidean) space z = r (x, t) z is the region where x is located at t p (x, y, t)  p (r (x,t), r (y, t)) (Donnelly, IJCAI 03) Spatial inclusion (coverage, (partly) location,… ) si spatially included by: si (x, y, t) = def p (r (x, t), r (y,t))

When does inclusion imply parthood ? Under which circumstances  can we infer parthood from spatial inclusion ? Sortal constraints Life cycle Ontological Dependence Function si (x, y, t)    p (x, y, t)

1.Sortal Constraints x and y are regions: R(x)  R(y)  si (x, y)  p (x, y) x is material, y is immaterial: Solid (x)  Hole  (y)  si (x, y)   p (x, y) si (myBrain, myCranialCavity)   p (myBrain, myCranialCavity) x is an non-biological artifact: si (myPacemaker, myBody)   p (myPacemaker, myBody) si (myInlay, myTooth)   p (myInlay, myTooth) si (aBullet, myArm)   p (aBullet, myArm) + – –

1.Sortal Constraints Alien organisms (and what they spatially include) Symbionts: si (anEcoliBacterium, myIntestine)   p (anEcoliBacterium, myIntestine) Parasites: si (anEchinococcus, myLiver)   p (anEchinococcus, myLiver) Preys: si (anElephant, aSnake)   p (anElephant, aSnake) Embryos, Fetuses: si (Leonardo, Caterina)   p (Leonardo, Caterina) – – – –

1.Sortal Constraints Borderline cases (I) Grafts, transplants, transfusions autologous: si (mySaphenousVein, myHeart)   p (mySaphenousVein, myHeart) homologous: si (thisTransfusedRBC, myBlood)   p (thisTransfusedRBC, myBlood) heterologous: si (thisPigValve, myHeart)   p (thisPigValve, myHeart) ? ? ?

1.Sortal Constraints Borderline cases (II) Masses and Collections Body Fluids (constant exchange but few discharge) … as a whole (endure over time) si (myCSF, myCNS)  p (myCSF, myCNS) … ad hoc (momentaneous existence) si (thisAmountOfCSF, myFourthVentricle)   p (thisAmountOfCSF, myFourthVentricle) Body Secretions (periodic discharge): si (thisAmountOfUrine, myBladder)   p (thisAmountOfUrine, myBladder) Other cases: si (myLung, thisVolumeOfAir) si (thisCOllectionOfLeukozytes, myGastricMucosa) ? – – –

2. Life Cycle t pre-inclusion inclusion post inclusion s si (x,y) x x x x y x p (aFingertip, aFinger) x x p (myHead, myBody) p (aK + Ion, aHeartMuscleCell) – p (anInsuline Molecule, aPancreaticBetaCell) p (a CaHA crystal, aBone) + + ? p (aLung, anN 2 Molecule) – p (anAlaninMolecule, myBody) ? + Which patterns allow the inference from inclusion to part ?

2. Life Cycle: Case study x si (anAlaninMolecule, anAnimalBody) Ingested contained as ingredient of a bone, digested and used for albumin synthesis. Albumin excreted by urine Ingested contained as ingredient of vegetal fibers, excreted by feces without digestion Ingested, metabolized and used for collagen synthesis. Integrated in the structure of a bone Synthesized in the liver, built in a hemoglobin molecule, leaves body by bleeding Synthesized in the liver, built into a globulin molecule, then catabolized in a cell Included in the zygote and the early embryo. Then catabolized in the maternal organism

3. Ontological Dependency Individual level x can only exist when y exists: Boundaries, non-detachable objects: si (myLiverSurface, myLiver)  p (myLiverSurface, myLiver) si (mySkull, MyHead)  p (myLiverSurface, myLiver) Identity-bearing Objects si (myBrain, MyHead)  p (myBrain, myHead) Class level x can only exist if an instance of the class Y exists  x: is-a (x, Cell)   y: is-a (y, H 2 O)  si -1 (x, y) + + – Does not allow the inference from inclusion to part!

4. Function Preliminary sketch: If x is missing, then a function of y cannot be realized: Example: If a kidney is missing, then the filtration function of the body cannot be realized. Hence, a transplanted kidney, which has this function, can be considered part-of the receptor organism.

Conclusion Parthood implies Spatial inclusion What differentiates Parthood in biological organisms ? Workflow of analyses needed: 1. Check sortal constraints 2. Analyze life cycle 3. Analyse ontological dependency 4. Analyse function (?) Unclear cases remain ! Implication for biological ontologies: Use Spatial inclusion as primitive instead of Parthood Automatic Refinement to Parthood where the above workflow yields unambiguous results

Anatomical boundaries and immaterial objects Stefan Schulz Department of Medical Informatics University Hospital Freiburg (Germany)

Is the fly inside or outside her body ?

Problem (I) Biological objects need clearly defined boundaries to enable assertions parthood and location Most Biological objects are sponge-like (full of vessels, capillaries, cavities, holes and other hollow spaces)

Problem (II) Many cavities communicate with the exterior space (e.g. respiratory system) Common conceptualization (cf. biomedical terminologies): biological objects have immaterial parts, eg. Lumen of esophagus, alveolar lumen, many cavities and holes in bones, …

How to deal with hollow spaces ? S S B B HH E H is part of E, hence B is located outside of S H is part of S, hence B is located inside of S

Topological parts How to deal with hollow spaces ? S S B B HH E H is part of E, hence B is located outside of S H is part of S, hence B is located inside of S

Problem Inside or outside ? Example: Bronchi A foreign body in a bronchus is in the lung Strict topological view conflicts with shared conceptualization B

Where to delimit ?

1. All hollow spaces are part of the exterior… … but nothing can be located inside…

2. Those hollow spaces which communi- cate with the exterior are part of the exterior space… … what if some spaces only temporarily communicate ?

4. The complete convex hull is part of the object… … then the body would practically spatially coincide with the vascular system !

3. Only those hollow spaces which are containers something are part of the exterior space… … how to ascertain whether they are containers ?

Solution … how to ascertain whether they are containers ? Gland CryptVillus

Algebraic Properties: Part-Of / Has-Part vs. part-of / has-part Instance level : part-of (a, b), part-of (b, c)  part-of (a, c) Transitivity ? part-of (a, b)   part-of (b, a) Asymmetry part-of (a, b)  a  b Irreflexivity ? part-of (a, b)  has-part (b, a) Inverse Relation Class level*: Part-For (A, B), Part-For (B, C)  Part-For (A, C) Part-For (A, B)   Part-For (B, A) Part-For (A, B)   Is-A (A, B) ? Part-For (B, A) does not necessarily imply Has-Part (A, B) Possible-Part (B, A) implies Has-Possible-Part (A, B) (…)

Part-Of in Anatomies: Consensus required about Domain and range of part-of relations Algebraic properties of part-of relations Intended meaning of part-of relations in the domain of biology and medicine

Different notions of part-of Time-independent: Compositional Functional Topological Time-dependent: a part-of b at any point of time  a part-of b at every point of time a part-of b at one point of time, a NOT part-of b at another point of time instance level

Different notions of part-of Time-independent: Compositional Functional Topological Time-dependent: a part-of b at any point of time  a part-of b at every point of time a part-of b at one point of time, a NOT part-of b at another point of time instance level

Parts as Components part-of (Finger, Hand) part-of (Bone Marrow, Bone) part-of (Sodium Ion, Cytoplasm) ? part-of (Sarcomer, Muscle) part-of (Heart, Human Body) Parts “build” the whole “Intuitive” notion of part. Controversial

Different notions of part-of Time-independent: Compositional Functional Topological Time-dependent: a part-of b at any point of time  a part-of b at every point of time a part-of b at one point of time, a NOT part-of b at another point of time instance level

Parts as Functional Components part-of (Finger, Hand) part-of (Lymph Node, Lymphatic System) part-of (Cell Nucleus, Cell) part-of (Tendon, Muscle ) part-of (Tooth, Jaw) Part contributes to the function of the whole More restricted, may conflict with notions of connection

Different notions of part-of Time-independent: Compositional Functional Topological Time-dependent: a part-of b at any point of time  a part-of b at every point of time a part-of b at one point of time, a NOT part-of b at another point of time instance level no clear distinction !

Different notions of part-of Time-independent: Compositional Functional Topological Time-dependent: a part-of b at any point of time  a part-of b at every point of time a part-of b at one point of time, a NOT part-of b at another point of time instance level

Continuous exchange of matter

Excretion / Secretion Is the secretion part of the cell ?

Endosymbiont Hypothesis 2.5 billion years ago: Primitive cell with bacterium-like symbionts Today: Chloroplasts (Plants) Mitochondria Are the organells part of the cell

Which eggs are part of the body ?

Topological parts part-of (Mitochondrium, Cell) part-of (Brain, Head) part-of (Brain, Cranial Cavity) ? part-of (Ovum, Oviduct) ? part-of (Finger, Hand) part-of (Amount of Blood, Right Ventricle) ? Located within the boundaries of an object has-location instead of part-of ?

Topological parts has-location (Mitochondrium, Cell) has-location (Brain, Head) has-location (Brain, Cranial Cavity) has-location (Ovum, Oviduct) has-location (Finger, Hand) has-location (amount of Blood, Right Ventricle) Located within the boundaries of an object has-location as a mereotopological primitive ?

Topological parts How to deal with hollow spaces ? S S B B HH E H is part of E, hence B is located outside of S H is part of S, hence B is located inside of S

Example Inside or outside ? Example: Bronchi A foreign body in a bronchus is in the lung Strict topological view conflicts with shared conceptualization B

Topological parts How to deal with hollow spaces ? S S B B HH E H is part of E, hence B is located outside of S H is part of S, hence B is located inside of S

Which hollow spaces are located / part of a solid ? Convex hull operator ? C would be “inside” Possible pragmatic solution: “Inside” a biological structure = located in the solid parts or in those hollow spaces which are defined located within the structure (here A and B) A B C

Proposal: generalize part-of to has-location Domain: solids, hollows Range: solids, hollows Examples: Has-Location (Brain, Cranial Cavity) Has-Location (Pharyngitis, Pharynx) Has-Location (Finger, Hand) Has-Location (Embryo, Uterus) Advantage: clear semantics, easier consensus Disadvantage: functional aspects hidden

Different notions of part-of Time-independent: Compositional Functional Topological Time-dependent: a part-of b at any point of time  a part-of b at every point of time a part-of b at one point of time, a NOT part-of b at another point of time instance level

Example: Transplantation K1K1 K2K2 JohnPaul part-of (K1, John) part-of (K2, John) t 1 t 2

Example: Transplantation K1K1 K2K2 JohnPaul part-of (K 1, John) part-of (K 2, John) part-of (K 2, Paul) part-of (K 2, John) ? t 1 t 2

Phagocytosis / Digestion Virus Cell t 1 t 2 t 3 t 4 t 5

Secretion t 1 t 2 t 3 t 4 t 5

Conclusion Part-of: example, how many different interpretations co-exist Standardization: need to eliminate ambiguity by precise characterization of foundational primitives (properties, relations) Solid theoretical basis is needed, e.g. mereotopology: Simons, Casati, Smith, Varzi,…