Mathematical Physics
Mathematical Physics: the application of mathematics to problems in physics and the development of mathematical methods suitable for such applications and for the formulation of physical theories. It is a branch of applied mathematics, but deals with physical problems. Mathematical physics seeks to apply rigorous mathematical ideas to problems in physics, or problems inspired by physics. As such, it is a remarkably broad subject. Mathematics and Physics are traditionally very closely linked subjects.
What's Popular in Mathematical Physics
MAR 11, 2020
12:00 PM PDT
C.E. CREDITS
MAR 11, 2020
12:00 PM PDT
Mechanistic understanding of neural systems is daunting to achieve in large part due to the heterogeneity of the neuronal elements in both form and function and the complexity of the circuit...
MAR 11, 2020
10:30 AM PDT
C.E. CREDITS
MAR 11, 2020
10:30 AM PDT
The neural basis of simple rhythmic and reflexive behaviors such as swimming and gill withdrawal have been successfully studied in nudibranchs and other gastropod molluscs because the brains...
MAR 11, 2020
7:30 AM PDT
C.E. CREDITS
MAR 11, 2020
7:30 AM PDT
Brain function is remarkably reliable despite the imprecise performance of neurons, and the continuous perturbations caused by aging, disease or injury. How does the brain succeed in produci...
MAR 11, 2020
7:30 AM PDT
C.E. CREDITS
MAR 11, 2020
7:30 AM PDT
Brain function is remarkably reliable despite the imprecise performance of neurons, and the continuous perturbations caused by aging, disease or injury. How does the brain succeed in produci...
C.E. CREDITS
In Andalman et al, 2018, we explored the activity of over 10,000 neurons across more than 15 regions imaged simultaneously in larval zebrafish in a novel behavioral challenge paradigm. Compl...
OCT 11, 2018
1:30 PM PDT
OCT 11, 2018
1:30 PM PDT
As the most common female malignancy, breast cancer is the most likely reason that a woman will die of cancer around the world. Breast cancer mortality has dropped in the U.S. by 35% since 19...
