The Department of Mathematics at CSI
... MTH 337 Combinatorics and Graph Theory: Many problems of a discrete nature, such as finding optimal postal routes and frequency assignments, are analyzed with graphtheory. This course introduces the basic framework and shows how different problems can be solved within this. MTH 338 Linear Algebra: S ...
... MTH 337 Combinatorics and Graph Theory: Many problems of a discrete nature, such as finding optimal postal routes and frequency assignments, are analyzed with graphtheory. This course introduces the basic framework and shows how different problems can be solved within this. MTH 338 Linear Algebra: S ...
Bill,I think this is an excellent topic
... Bill, I think this is an excellent topic. It is not only that Hamiltonian dynamics is first order but also one can explicitly conserve energy in the dynamics. The buzzword is "symplectic integrator". An introduction and some references are in wikipedia: http://en.wikipedia.org/wiki/Symplectic_integr ...
... Bill, I think this is an excellent topic. It is not only that Hamiltonian dynamics is first order but also one can explicitly conserve energy in the dynamics. The buzzword is "symplectic integrator". An introduction and some references are in wikipedia: http://en.wikipedia.org/wiki/Symplectic_integr ...
Presents Pi Day Quiz 2014
... • He is a famous French mathematician who is credited with initiating the investigations of a type of series that have enormous applications in physics and engineering. However, he is also the first to discover an effect which is known worldwide. Who is he and which effect? (Half points for both) ...
... • He is a famous French mathematician who is credited with initiating the investigations of a type of series that have enormous applications in physics and engineering. However, he is also the first to discover an effect which is known worldwide. Who is he and which effect? (Half points for both) ...
2008-03 - International Mathematical Union
... Lie theory and generalizations (8-10 lectures) Algebraic and arithmetic groups. Structure, geometry and representations of Lie groups and Lie algebras. Related geometric and algebraic objects, e.g. symmetric spaces, buildings, vertex operator algebras, quantum groups. Non-commutative harmonic analys ...
... Lie theory and generalizations (8-10 lectures) Algebraic and arithmetic groups. Structure, geometry and representations of Lie groups and Lie algebras. Related geometric and algebraic objects, e.g. symmetric spaces, buildings, vertex operator algebras, quantum groups. Non-commutative harmonic analys ...
APPLIED MATHEMATICS SEMINAR - Arlington
... requires the generation of a robust, tunable rhythm by a network of neurons in the brain stem, as well as a range of feedback mechanisms. Understanding these systems leads to a range of interesting mathematics problems. I will review the basic dynamics of generation of rhythmic activity in a single ...
... requires the generation of a robust, tunable rhythm by a network of neurons in the brain stem, as well as a range of feedback mechanisms. Understanding these systems leads to a range of interesting mathematics problems. I will review the basic dynamics of generation of rhythmic activity in a single ...
Toward a Calculus for our Era: Remodeling Maths Education in
... important for work and study in a large number of areas, not only in science and technology but also in public policy and management. The expansion we are witnessing today is analogous in some ways to the quantization of physical science that started with Galileo and Newton. The intellectual triumph ...
... important for work and study in a large number of areas, not only in science and technology but also in public policy and management. The expansion we are witnessing today is analogous in some ways to the quantization of physical science that started with Galileo and Newton. The intellectual triumph ...
Math 1218 - College of DuPage
... This course is an IAI approved general education course: M1 904. Changes from the present course must be accompanied by a yellow Course Revision or Deletion Form. Course description to appear in catalog: Designed to fulfill general education requirements and not designed as a prerequisite for any ot ...
... This course is an IAI approved general education course: M1 904. Changes from the present course must be accompanied by a yellow Course Revision or Deletion Form. Course description to appear in catalog: Designed to fulfill general education requirements and not designed as a prerequisite for any ot ...
Mathematical versus physical meaning of classical
... language. It is shown that all the laws give meanings of primary mechanics terms and that the sense of every term contains mathematical and physical contents mixed together. It is pointed out that in fact the complete axiom set of the mass point dynamics should include three principles of dynamics a ...
... language. It is shown that all the laws give meanings of primary mechanics terms and that the sense of every term contains mathematical and physical contents mixed together. It is pointed out that in fact the complete axiom set of the mass point dynamics should include three principles of dynamics a ...
Mathematical physics
Mathematical physics refers to development of mathematical methods for application to problems in physics. The Journal of Mathematical Physics defines the field as ""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.