We think you have liked this presentation. If you wish to download it, please recommend it to your friends in any social system. Share buttons are a little bit lower. Thank you!
Presentation is loading. Please wait.
Published byMalachi Beers
Modified about 1 year ago
Mathematical models of immune-induced cancer dormancy and the emergence of immune evasion by Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus Volume 3(4): August 6, 2013 ©2013 by The Royal Society
Immune cytotoxicity assay data and model fits for predation decay after 0, 35, 60, 90, 120 or 365 days in dormancy. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
Bifurcation diagrams and bifurcation phase portrait for the cancer–immune dormant state. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
Simulations of immune-mediated tumour dormancy assuming the three fits to predation decay. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
Population growth curves assuming the three fits in predation decay and that the immune response is limited. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
Simulations of immune-mediated tumour dormancy assuming the three fits for decay are applied to the recruitment potential while the predation strength is constant. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
Simulations of immune-mediated tumour dormancy assuming the three fits for decay are applied to both the predation strength and the recruitment potential. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
The transition of a heterogeneous cancer population to a mostly homogeneous but resistant population can explain the observed decline in predation efficacy. Kathleen P. Wilkie, and Philip Hahnfeldt Interface Focus 2013;3: ©2013 by The Royal Society
Properties of a Pure Substance. 3-1 The Pure Substance A pure substance is one that has a homogeneous and invariable chemical composition. It may exist.
AP Statistics: Section 4.1 C Power Law Models. Power growth can be modeled by the equation _______, where a and b are constants. (Notice that in exponential.
Scenarios for applying crosscutting concerns. Aspects should be visible throughout the full lifecycle of a software product. While most AOP-efforts currently.
Unit 3 Day 11: RC Circuits RC Circuit Introduction RC Circuit Analysis RC Time constant Charging and discharging of an RC Circuit.
5.3: Populations Topic 5: Ecology & Evolution Miss Friedman.
Copyright © Cengage Learning. All rights reserved. 3 Exponential and Logarithmic Functions.
Radiation Benefit and Risk Assessment ©Health Physics Society.
P.1 Graphs and Models I’m so to be in Calculus!!!.
Chemistry 2100 Lecture 11. Protein Functions + PL P L Binding Catalysis Structure.
12.2 Geometric Sequences and Series. The ration of successive terms in a geometric sequence is a constant called the common ratio, denoted r. Geometric.
Section 4.2. Correlation and Regression Describe only linear relationship. Strongly influenced by extremes in data. Always plot data first. Extrapolation.
ECOLOGY INTERACTIONS. Types of ecological interactions competition predation parasitism mutualism commensalism symbiosis.
What is the goal of science?. The goal of science is to investigate and understand nature, to explain events in nature, and to use those explanations.
Heating/Cooling Curve and Phase Diagrams. A heating curve shows how the temperature of a substance changes as heat is added at a constant rate.
Ask a Question What are we testing? Step 1. Step 2 Research your topic. Look at the past work of others to see if this problem has already been tested.
Consecutive Integers Consecutive Integers are integers that follow one after another. Example 1: are consecutive integers.
The Production Possibilities Frontier. Introduction The Production Possibilities Frontier (PPF) is a graph that shows all possible combinations of two.
Unit 3 Day 5: EMF & Terminal Voltage, & DC Resistor Circuits Electromotive Force (EMF) Terminal Voltage Internal Resistance Series, Parallel, and Series-
Growth and Decay Exponential Models. Differs from polynomial functions. Polynomial Functions have exponents of whole numbers Exponential Functions have.
MONEY, INTEREST, REAL GDP, AND THE PRICE LEVEL 11 CHAPTER.
Chapter 3 Examining Relationships Lindsey Van Cleave AP Statistics September 24, 2006.
Understanding Populations How Populations Change in Size.
Topic 1 Systems and models. TOK: How does a systems approach compare to the reductionist approach of conventional science? How does methodology compare.
Jeopardy Topic 1Topic Q 1Q 6Q 11Q 16Q 21 Q 2Q 7Q 12Q 17Q 22 Q 3Q 8Q 13Q 18Q 23 Q 4Q 9Q 14Q 19Q 24 Q 5Q 10Q 15Q 20Q 25.
+ The Practice of Statistics, 4 th edition – For AP* STARNES, YATES, MOORE Chapter 4: Designing Studies Section 4.3 Using Studies Wisely.
CI 10.4 What is a catalyst?. Catalysts Speed up the rate of a chemical reaction Are not chemically changed or used up in the reaction May be specific.
SYNTK. UV RAYS UVA vs. UVB The rays that come from the sun, UVA and UVB rays, are well known to cause damage to our skin.
Share of Hospital Cost Growth Explained by Various Factors Higher costs of caring are a bigger factor in spending growth than increased demand.
Scientific Models Beth Roland Eighth Grade Science JFMS.
Notes: What is Matter?. Matter– any substance that has _________ and __________.
© 2016 SlidePlayer.com Inc. All rights reserved.