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Articles 1 - 5 of 5
Full-Text Articles in Physical Sciences and Mathematics
Parameter Estimation Within An Sir Model Of Chestnut Blight In North America, Anita Davelos Baines, Hope B. Anderson, John S. Mcalister, Robert F. Allen
Parameter Estimation Within An Sir Model Of Chestnut Blight In North America, Anita Davelos Baines, Hope B. Anderson, John S. Mcalister, Robert F. Allen
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Class Notes And Worksheets For Calculus: Early Transcendentals, Bikash Das, Hashim Saber
Class Notes And Worksheets For Calculus: Early Transcendentals, Bikash Das, Hashim Saber
Mathematics Ancillary Materials
This set of Calculus 1 Lecture Notes and Worksheets was created under a Round Thirteen Mini-Grant for Ancillary Materials Creation and Revision. These materials were created to supplement the Lyrix version of Calculus: Early Transcendentals (https://lyryx.com/calculus-early-transcendentals/).
Topics covered include:
- Limits;
- Derivatives;
- Differentiation;
- Differentials;
- Integrals and Integration.
Β Cell Network Dysfunction In Pancreatic Islets By Silencing Hub Cells, Janita Patwardhan, Bradford E. Peercy
Β Cell Network Dysfunction In Pancreatic Islets By Silencing Hub Cells, Janita Patwardhan, Bradford E. Peercy
Biology and Medicine Through Mathematics Conference
No abstract provided.
University Scholar Series: Tatiana Shubin, Tatiana Shubin
University Scholar Series: Tatiana Shubin, Tatiana Shubin
University Scholar Series
Moving in Circles: the Beauty and Joy of Mathematics for Everyone
Tatiana Shubin joined the faculty of San Jose State University in 1985 after earning her Ph.D. in Mathematics from University of California, Santa Barbara. In 1998, she founded San Jose Math Circle and the Bay Area Math Adventures. In 2006, Shubin became a co-founder of the first Math Teachers' Circle in the US. This circle proved to be a seed which germinated to produce the entire Math Teachers' Circle Network. She launched the Navajo Nation Math Circles project in 2012, became a co-founder and co-director of the Alliance of …
Spacetime Groups, Ian M. Anderson, Charles G. Torre
Spacetime Groups, Ian M. Anderson, Charles G. Torre
Publications
A spacetime group is a connected 4-dimensional Lie group G endowed with a left invariant Lorentz metric h and such that the connected component of the isometry group of h is G itself. The Newman-Penrose formalism is used to give an algebraic classification of spacetime groups, that is, we determine a complete list of inequivalent spacetime Lie algebras, which are pairs (g,η), with g being a 4-dimensional Lie algebra and η being a Lorentzian inner product on g. A full analysis of the equivalence problem for spacetime Lie algebras is given which leads to a completely algorithmic solution to the …