121 resultados para Tuiles de Penrose


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"Second printing, December, 1935."

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Tozer, H.F. Geography.--Tristram, H.B. Fauna.--Tristram, H.B. Flora.--History: 1. Hicks,R.D. Chronology. 2. Chronological Tables.--Jebb, Sir R. Literature.--Philosophy: 1. Jackson, H. Schools to Aristotle. 2. Hicks, R.D. Later Schools.--Gow, J. Science.--Art: 1. Penrose, F.C. Architecture. 2. Waldstein, C. Prehistoric art. 3. Waldstein, C. Sculpture. 4. Earp, F.R. Painting. 5. Smith, A.H. Vase Painting. 6. Smith, A.H. Terracottas. 7. Ridgeway, W. Engraved gems. 8. Hind, R.D. Archer--Music.--Gardner, E.A. Mythology and religion.--Public antiquities: 1. Whibley, L. Constitutions. 2. Wyse, W. Law. 3. Wyse, W. Finance. 4. Mayor, R.J.G. Population. 5. Mayor, R.J.G. Slaves and slavery. 6. Edwards, H.J. Colonies. 7. Edwards, H.J. Commerce and industry. 8. Ridgeway, W. Measures and weights. 9. Ridgeway, W. Money. 10. Oman, C.W.C. War. 11. Cook, A.B. Ships. 12. Gow, J. The calendar.--Private antiquities: 1. Gow, J. A table of the relationships of a man. 2. Harrison, Miss J. Ritual of birth, marriage, and death. 3. Wilkins, A.S. Education. 4. James, M.R. Books and writing. 5. Cornish, F.W. The position of women. 6. Evans, Lady Dress. 7. Gardner, E.A. Daily life, its surroundings, employments and amusements. 8. Gardner, E.A. House and furniture. 9. Allbutt, T.C. Medicine.--Criticism and Interpretation: 1. Neil, R.A. Dialects. 2. Roberts, E.S. Epigraphy. 3. Harris, J.R. Palaeography. 4. Jebb, Sir R. Textual criticism. 5. Verrall, A.W. Metre. 6. Sandys, J.E. History of scholarship.--Indices.

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An account of medical missions.

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Mode of access: Internet.

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Half title: Essay on miracles.

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Mode of access: Internet.

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Mode of access: Internet.

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Mode of access: Internet.

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Top Row: Kathleen S. Allen, Elizabeth Anderson, Mary Assenmacher, Deana Barrett, Laurie Barringer, Linda Baty, Holidae Bauman, Leila Beach, Liesha Beachum, Jacquline S. Bean, Jane Betten, Melanie Black, Kari Blouin, Kelly Bottger, Nancy Bowman, JoAnn Britenfeld, Ruth C. Brower

Row 2: Melanie Mai Brown, Estera Carp, Christine Haveman, Kimberly Webster, Rebecca Amo, Tina K. Ciricola, Gerard A. Castaneda, Steven J. Bednarski, Michelle Kuo, Kathleen Szymanski, Alissa Enriquez, Kristin Snow, Jennifer Berk, Erica Reese, Angela Cassadime, Lynn Chacko

Row 3: Anne chambers, Mechele Chau, Marcy Christensen, Regi Colthorp, Kellie Conover, Jenny Cwiek, Michele DeMaagd, Kristin Diotte, Amanda Dressel, Kimberly Dunlap, Esther DuRussel, Katrina Ehr

Row 4: Holly M. Greenough, Eileen Gumayagay, Sheila Habib, Allison Hale, Kristi Hale, Amy Hollis, Rebecca Hostman, Marilynn Huizinga, Jennifer Ivinson, Christine Jodoin, Christine Kaetz, Kimberly Kenny-Sherlock, Andrea Latva, Kathleen Levin

Row 5: Shawna Mangan, Sofia Marquez, Paul Mazurek, Charla McMichael, Tina Marie Meeks, Richard W. Redman, Beverly Jones, Ada Sue Hinshaw, Susan Boehm, Nola Pender, Jeffrey Mendoza, Melissa Meulenberg, Cheryl Milekovich, Amanda Miller, Amy Miller

Row 6: Nicole Miller, Bonnie Mobley, Kara More, Cherylann Mortzfield, Leslie Nance, Ruby Nzoma, Megan Oleszek, Larah Faye Ostonal, Jean C. Palad, Danielle Pankowski, Nancy Penrose, Laurie Pierce, Heather Polsen, Julie Marie Postma, Amy Prielipp, Martha Quigley, Aimee Racette

Row 7: Marty Rauser, Nekia Robinson, Kimberly Rowe, Janice Rybski, Ricardo Salazar, Marie Sanderson, Kimberly Scholma, Bonnie Schweitzer, Veena Shewakramani, Julie Showers, Olga Simanovskaya, Emily Simon, Lakeeta Smith, Amy Stewart, Robert Strudgeon, Jaime Sulek

Row 8: Charity Sutherland, William Ten Haaf, Mark Thomas, Nichole Thomas, Donna Thompson, Tonya Tomski, Michele Uller, Celina Uranga, Sarah Volkhardt, Larna Welch, Melanie White, Michelle White, Britt Williams, Stephanie Windisch, Brian Wright, Christina Wyrybkowski, Lisa Ziegelmann

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Includes indexes.

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Mode of access: Internet.

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In the absence of an external frame of reference-i.e., in background independent theories such as general relativity-physical degrees of freedom must describe relations between systems. Using a simple model, we investigate how such a relational quantum theory naturally arises by promoting reference systems to the status of dynamical entities. Our goal is twofold. First, we demonstrate using elementary quantum theory how any quantum mechanical experiment admits a purely relational description at a fundamental. Second, we describe how the original non-relational theory approximately emerges from the fully relational theory when reference systems become semi-classical. Our technique is motivated by a Bayesian approach to quantum mechanics, and relies on the noiseless subsystem method of quantum information science used to protect quantum states against undesired noise. The relational theory naturally predicts a fundamental decoherence mechanism, so an arrow of time emerges from a time-symmetric theory. Moreover, our model circumvents the problem of the collapse of the wave packet as the probability interpretation is only ever applied to diagonal density operators. Finally, the physical states of the relational theory can be described in terms of spin networks introduced by Penrose as a combinatorial description of geometry, and widely studied in the loop formulation of quantum gravity. Thus, our simple bottom-up approach (starting from the semiclassical limit to derive the fully relational quantum theory) may offer interesting insights on the low energy limit of quantum gravity.