Results for ' chromatic number'

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  1.  32
    Measurable chromatic numbers.Benjamin D. Miller - 2008 - Journal of Symbolic Logic 73 (4):1139-1157.
    We show that if add(null) = c, then the globally Baire and universally measurable chromatic numbers of the graph of any Borel function on a Polish space are equal and at most three. In particular, this holds for the graph of the unilateral shift on [N]N, although its Borel chromatic number is N₀. We also show that if add(null) = c, then the universally measurable chromatic number of every treeing of a measure amenable equivalence relation (...)
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  2.  15
    On chromatic number of graphs and set systems.P. Erdös, A. Hajnal & B. Rothchild - 1973 - In A. R. D. Mathias & H. Rogers (eds.), Cambridge Summer School in Mathematical Logic. New York: Springer Verlag. pp. 531--538.
  3.  20
    Weak Borel chromatic numbers.Stefan Geschke - 2011 - Mathematical Logic Quarterly 57 (1):5-13.
    Given a graph G whose set of vertices is a Polish space X, the weak Borel chromatic number of G is the least size of a family of pairwise disjoint G -independent Borel sets that covers all of X. Here a set of vertices of a graph G is independent if no two vertices in the set are connected by an edge.We show that it is consistent with an arbitrarily large size of the continuum that every closed graph (...)
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  4.  9
    Deciding the chromatic numbers of algebraic hypergraphs.James H. Schmerl - 2018 - Journal of Symbolic Logic 83 (1):128-145.
    For each infinite cardinalκ, the set of algebraic hypergraphs having chromatic number no larger thanκis decidable.
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  5.  22
    On the complexity of finding the chromatic number of a recursive graph I: the bounded case.Richard Beigel & William I. Gasarch - 1989 - Annals of Pure and Applied Logic 45 (1):1-38.
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  6.  29
    Basis theorems for non-potentially closed sets and graphs of uncountable borel chromatic number.Dominique Lecomte & Benjamin D. Miller - 2008 - Journal of Mathematical Logic 8 (2):121-162.
    We show that there is an antichain basis for neither the class of non-potentially closed Borel subsets of the plane under Borel rectangular reducibility nor the class of analytic graphs of uncountable Borel chromatic number under Borel reducibility.
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  7.  23
    On the complexity of finding the chromatic number of a recursive graph II: the unbounded case.Richard Beigel & William I. Gasarch - 1989 - Annals of Pure and Applied Logic 45 (3):227-246.
  8.  43
    On the finiteness of the recursive chromatic number.William I. Gasarch & Andrew C. Y. Lee - 1998 - Annals of Pure and Applied Logic 93 (1-3):73-81.
    A recursive graph is a graph whose vertex and edge sets are recursive. A highly recursive graph is a recursive graph that also has the following property: one can recursively determine the neighbors of a vertex. Both of these have been studied in the literature. We consider an intermediary notion: Let A be a set. An A-recursive graph is a recursive graph that also has the following property: one can recursively-in-A determine the neighbors of a vertex. We show that, if (...)
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  9.  11
    C. T. Conley and B. D. Miller, A bound on measurable chromatic numbers of locally finite Borel graphs. Mathematical Research Letters, vol. 23, no. 6 , pp. 1633–1644. [REVIEW]Anush Tserunyan - 2017 - Bulletin of Symbolic Logic 23 (3):334-336.
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  10.  36
    James E. Baumgartner. Generic graph construction. The journal of symbolic logic, vol. 49 , pp. 234–240. - Matthew Foreman and Richard Laver. Some downwards transfer properties for ℵ2. Advances in mathematics, vol. 67 , pp. 230–238. - Saharon Shelah. Incompactness for chromatic numbers of graphs. A tribute to Paul Erdős, edited by A. Baker, B. Bollobas, and A. Hajnal, Cambridge University Press, Cambridge, New York, and Oakleigh, Victoria, 1990, pp. 361–371. [REVIEW]Péter Komjáth - 2001 - Bulletin of Symbolic Logic 7 (4):539-541.
  11.  29
    Review: James E. Baumgartner, Generic Graph Construction; Matthew Foreman, Richard Laver, Some Downwards Transfer Properties for $mathscr{N}_2$; Saharon Shelah, A. Baker, B. Bollobas, A. Hajnal, Incompactness for Chromatic Numbers of Graphs. [REVIEW]Péter Komjáth - 2001 - Bulletin of Symbolic Logic 7 (4):539-541.
  12.  50
    Chromatically rich phenomenal percepts.John Beeckmans - 2004 - Philosophical Psychology 17 (1):27-44.
    Visual percepts frequently appear chromatically rich, yet their paucity in reportable information has led to widely accepted minimalist models of vision. The discrepancy may be resolved by positing that the richness of natural scenes is reflected in phenomenal consciousness but not in detail in the phenomenal judgments upon which reports about qualia are based. Conceptual awareness (including phenomenal judgments) arises from neural mechanisms that categorize objects, and also from mechanisms that conceptually characterize textural properties of pre-categorically segmented regions in the (...)
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  13.  24
    Chromatic aberration of eyepieces in early telescopes.M. Eugene Rudd - 2007 - Annals of Science 64 (1):1-18.
    Summary The twofold objective of this study is (1) to identify and give a brief review of the historical development of the various designs of early (pre-1850) telescope eyepieces, and (2) to determine by measurements and calculations the axial and lateral chromatic aberrations of a number of extant eyepieces from that period in order to provide basic data on which to judge the relative quality of different eyepiece forms. Eight distinct types of eyepieces containing one to five lens (...)
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  14.  8
    Chromatic aberration of eyepieces in early telescopes.M. Rudd - 2007 - Annals of Science 64 (1):1-18.
    Summary The twofold objective of this study is (1) to identify and give a brief review of the historical development of the various designs of early (pre-1850) telescope eyepieces, and (2) to determine by measurements and calculations the axial and lateral chromatic aberrations of a number of extant eyepieces from that period in order to provide basic data on which to judge the relative quality of different eyepiece forms. Eight distinct types of eyepieces containing one to five lens (...)
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  15. Chromatic diversity of natural scenes.J. M. M. Linhares, S. M. C. Nascimento, D. H. Foster & K. Amano - 2004 - In Robert Schwartz (ed.), Perception. Malden Ma: Blackwell. pp. 65-65.
    The number of discriminable colours is often assumed to be of the order of several million but the extent of detectable chromatic diversity present in individual natural scenes is an open question. Here, the aim was to estimate the number of discriminable colours seen in natural scenes. Hyperspectral data were obtained from a set of natural scenes over the range 400 - 720 nm at 10 nm intervals (Nascimento et al, 2002 Journal of the Optical Society of (...)
     
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  16.  17
    Klee and kandinsky polyphonic painting, chromatic chords and synaesthesia.Amy Ione - 2004 - Journal of Consciousness Studies 11 (3-4):148-158.
    As an artist I admittedly scrutinize all of the theories related to the arts closely. I do this for a number of reasons. The obvious one is that I have a deeply felt personal relationship with the subject matter. Less obvious is my experience in general. My early research was motivated by a desire to discover the historical circumstances that led to the difficulty in fitting visual art into the discussions I encountered. Generally, it seemed that the dominant framework (...)
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  17. Galileo Goes to Jail and Other Myths about Science and Religion.Ronald L. Numbers - 2009 - Journal of the History of Biology 42 (4):823-824.
     
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  18. „"R".“'t 12242412 Status: SHIPPED.Oclc Number, Receive Date, Due Date, Ship To, Ship Via, New Due Date, C. E. da StoneKerr, E. Jacobson & La Conboy - 2005 - Journal of Evaluation in Clinical Practice 11 (1):77-84.
     
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  19. Yeneng sun.Hyperfinite Law of Large Numbers - 1996 - Bulletin of Symbolic Logic 2 (2).
     
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  20. Darwinism Comes to America.Ronald L. Numbers - 1999 - Journal of the History of Biology 32 (2):415-417.
  21.  37
    The creationists.Ronald L. Numbers - 1987 - Zygon 22 (2):133-164.
    As the crusade to outlaw the teaching of evolution changed to a battle for equal time for creationism, the ideological defenses of that doctrine also shifted from primarily biblical to more scientific grounds. This essay describes the historical development of “scientific creationism” from a variety of late–nineteenth– and early–twentieth–century creationist reactions to Charles Darwin's theory of evolution, through the Scopes trial and the 1960s revival of creationism, to the current spread of strict creationism around the world.
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  22. The Creationists.Ronald L. Numbers - 1993 - Journal of the History of Biology 26 (2):375-378.
     
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  23. The Creationists: The Evolution of Scientific Creationism.R. L. Numbers & M. Bridgstock - 1994 - Annals of Science 51 (6):664-664.
     
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  24. 3. the monotone series and multiplier and divisor relative numbers.Divisor Relative Numbers - 1987 - International Logic Review: Rassegna Internazionale di Logica 15 (1):26.
     
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  25.  13
    Creation by Natural Law: Laplace's Nebular Hypothesis in American Thought.Ronald L. Numbers - 1977
    Belief in the divine origin of the universe began to wane most markedly in the nineteenth century, when scientific accounts of creation by natural law arose to challenge traditional religious doctrines. Most of the credit - or blame - for the victory of naturalism has generally gone to Charles Darwin and the biologists who formulated theories of organic evolution. Darwinism undoubtedly played the major role, but the supporting parts played by naturalistic cosmogonies should also be acknowledged. Chief among these was (...)
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  26. Science without God: Natural laws and Christian beliefs.Ronald Numbers - 2003 - In David C. Lindberg & Ronald L. Numbers (eds.), When Science and Christianity Meet. University of Chicago Press. pp. 266.
     
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  27.  23
    The Creationists: The Evolution of Scientific Creationism.Ronald L. Numbers & William Kimler - 1995 - Perspectives in Biology and Medicine 38 (4):659.
  28.  9
    Creation by Natural Law: Laplace's Nebular Hypothesis in American Thought.Ronald L. Numbers - 1979 - Philosophy of Science 46 (1):167-169.
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  29. Biology and Ideology From Descartes to Dawkins.Denis Alexander & Ronald L. Numbers (eds.) - 2010 - London: University of Chicago Press.
    Over the course of human history, the sciences, and biology in particular, have often been manipulated to cause immense human suffering. For example, biology has been used to justify eugenic programs, forced sterilization, human experimentation, and death camps—all in an attempt to support notions of racial superiority. By investigating the past, the contributors to _Biology and Ideology from Descartes to Dawkins_ hope to better prepare us to discern ideological abuse of science when it occurs in the future. Denis R. Alexander (...)
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  30.  32
    Clarifying creationism: five common myths.Ronald L. Numbers - 2011 - History and Philosophy of the Life Sciences 33 (1):129-139.
  31.  6
    Science and Christianity in Pulpit and Pew.Ronald L. Numbers - 2007 - Oxford University Press USA.
    As past president of both the History of Science Society and the American Society of Church History, Ronald L. Numbers is uniquely qualified to assess the historical relations between science and Christianity. In this collection of his most recent essays, he moves beyond the clichés of conflict and harmony to explore the tangled web of historical interactions involving scientific and religious beliefs. In his lead essay he offers an unprecedented overview of the history of science and Christianity from the perspective (...)
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  32.  20
    Antievolutionism in the Antipodes: from protesting evolution to promoting creationism in New Zealand.Ronald L. Numbers & John Stenhouse - 2000 - British Journal for the History of Science 33 (3):335-350.
    Like other English-speaking peoples around the world, New Zealanders began debating Darwinism in the early 1860s, shortly after the publication of Charles Darwin's Origin of Species. Despite the opposition of some religious and political leaders – and even the odd scientist – biological evolution made deep inroads in a culture that increasingly identified itself as secular. The introduction of pro-evolution curricula and radio broadcasts provoked occasional antievolution outbursts, but creationism remained more an object of ridicule than a threat until the (...)
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  33. Disseminating Darwinism: The Role of Place, Race, Religion, and Gender.Ronald L. Numbers & John Stenhouse - 2000 - Journal of the History of Biology 33 (3):592-594.
     
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  34.  8
    American Medical Education: The Formative Years, 1765-1910. Martin Kaufman.Ronald L. Numbers - 1979 - Isis 70 (3):477-477.
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  35. Annual Meeting of the History of Science Society 27-30 December 1981.Ronald Numbers, David Lindberg & Sally Kohlstedt - 1982 - Isis 73:415-421.
     
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  36.  11
    Annual Meeting of the History of Science Society 27-30 December 1981.Ronald L. Numbers, David C. Lindberg & Sally Gregory Kohlstedt - 1982 - Isis 73 (3):415-421.
  37.  10
    American Medical Schools and the Practice of Medicine: A HistoryWilliam G. Rothstein.Ronald L. Numbers - 1989 - Isis 80 (3):559-560.
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  38. Book notices-disseminating darwinism: The role of place, race, religion, and gender.Ronald L. Numbers & John Steenhouse - 2002 - History and Philosophy of the Life Sciences 24 (3-4):546.
  39.  5
    Creation-Evolution Debates: A ten-Volume Anthology of Documents, 1903–1961.Ronald L. Numbers - 1995 - Routledge.
    Originally published in 1995, Creation-Evolution Debates is the second volume in the series, Creationism in Twentieth Century America, reissued in 2021. The volume comprises eight debates from the early 1920s and 1930s between prominent evolutionists and creationists of the time. The original sources detail debates that took place either orally or in print, as well as active debates between creationists over the true meaning of Genesis I. The essays in this volume feature prominent discussions between the likes of Edwin Grant (...)
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  40.  17
    Crusaders for Fitness: The History of American Health Reformers. James C. Whorton.Ronald L. Numbers - 1983 - Isis 74 (4):620-621.
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  41.  27
    Creationism, intelligent design, and modern biology.Ronald L. Numbers - 2010 - In Denis Alexander & Ronald L. Numbers (eds.), Biology and Ideology From Descartes to Dawkins. London: University of Chicago Press.
    Charles Darwin's Origin of Species, published in 1859, was a revolutionary attempt “to overthrow the dogma of separate creations,” a declaration that provoked different reactions among the religious, ranging from mild enthusiasm to anger. Christians sympathetic to Darwin's effort sought to make Darwinism appear compatible with their religious beliefs. Two of Darwin's most prominent defenders in the United States were the Calvinists Asa Gray, a Harvard botanist, and George Frederick Wright, a cleric-geologist. Gray, who long favored a “special origination” in (...)
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  42.  2
    Editorial: Farewells and Introductions.Ronald Numbers - 1989 - Isis 80:6-10.
  43.  2
    Editorial: Farewells and Introductions.Ronald L. Numbers - 1989 - Isis 80 (1):6-10.
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  44. Edited volumes-the scientific enterprise in America.Ronald L. Numbers & Charles E. Rosenberg - 1998 - History and Philosophy of the Life Sciences 20 (3):382-384.
     
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  45. Feminizing adrenocortical tumors feminizing adrenal tumors time till diagnosis or operation, and death time from diagnosis or ri operation to death U.Kos-Case Numbers, T. O. Onset & Io Nths - 1968 - In Peter Koestenbaum (ed.), Proceedings. [San Jose? Calif.,: [San Jose? Calif.. pp. 179.
     
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  46.  11
    George Frederick Wright: From Christian Darwinist to Fundamentalist.Ronald Numbers - 1988 - Isis 79:624-645.
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  47.  13
    George Frederick Wright: From Christian Darwinist to Fundamentalist.Ronald L. Numbers - 1988 - Isis 79 (4):624-645.
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  48.  7
    Gregor Mendel: Creationist Hero.Ronald L. Numbers - 2015 - Science & Education 24 (1-2):115-123.
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  49.  2
    Inherit the Wind.Ronald Numbers - 1993 - Isis 84:763-764.
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  50.  8
    Masters of Madness: Social Origins of the American Psychiatric Profession. Constance M. McGovern.Ronald L. Numbers - 1987 - Isis 78 (1):111-112.
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