Introduction to the LaTeX programming language. Learn the markup language that is used in Maths and Sciences to write up mathematical equations in a nice font. It can go from as simple as $$A=\pi r^2$$ to $$Z(A,B)=\sqrt{\frac{\pi}{2 \beta}} \sqrt{\frac{\pi}{2 \beta}} \frac{1}{4 \pi ^2} e^{2 i \hbar} \int dx dy e^{-\beta \frac{a}{2} x^2 +Ax} e^{-\beta \frac{b}{2} y^2+By}$$ and can even handle large papers and automatically create bibliographies!

A brief introduction to Feynman diagrams for particle physics. Learn how to use Feynman diagrams and their purpose in Particle physics. Learn how, by using fairly simple pictures we can reduce a problem of the form $$ \int e^{-p_x^2-p_y^2-x^2-y^2 + \Sigma \lambda x^n y^n} dy dx $$ to a few diagrams and a vertex counting schema.

A quick overview of advanced mathematics techniques that are useful in solving advanced physical problems. This course will cover techniques to simplify classes of problems.We will look at change of coordinates and symmetry, Gaussian integrals/ Normal distributions, and if time allows a bit of complex integration techniques

An introduction to the theory underlying the numbers we use in everyday life. Ever wonder why addition works the way it does, or why certain things, like the symmetries of a triangle almost work like addition or multiplication? Come learn group theory then!

A brief introduction to Feynman diagrams for particle physics. Learn how to use Feynman diagrams and their purpose in Particle physics. Learn how, by using fairly simple pictures we can reduce a problem of the form $$ \int e^{-p_x^2-p_y^2-x^2-y^2 + \Sigma \lambda x^n y^n} dy dx $$ to a few diagrams and a vertex counting schema.

A quick overview of advanced mathematics techniques that are useful in solving advanced physical problems. This course will cover techniques to simplify classes of problems.We will look at change of coordinates and symmetry, Gaussian integrals/ Normal distributions, and if time allows a bit of complex integration techniques

Introduction to the LaTeX programming language. Learn the markup language that is used in Maths and Sciences to write up mathematical equations in a nice font. It can go from as simple as $$A=\pi r^2$$ to $$Z(A,B)=\sqrt{\frac{\pi}{2 \beta}} \sqrt{\frac{\pi}{2 \beta}} \frac{1}{4 \pi ^2} e^{2 i \hbar} \int dx dy e^{-\beta \frac{a}{2} x^2 +Ax} e^{-\beta \frac{b}{2} y^2+By}$$ and can even handle large papers and automatically create bibliographies!

A quick overview of advanced mathematics techniques that are useful in solving advanced physical problems. This course will cover techniques to simplify classes of problems.We will look at change of coordinates and symmetry, Gaussian integrals/ Normal distributions, and if time allows a bit of complex integration techniques

A brief introduction to Feynman diagrams for particle physics. Learn how to use Feynman diagrams and their purpose in Particle physics. Learn how, by using fairly simple pictures we can reduce a problem of the form $$ \int e^{-p_x^2-p_y^2-x^2-y^2 + \Sigma \lambda x^n y^n $$ to a few diagrams and a vertex counting schema.

A brief mathematical introduction to Feynman diagrams for particle physics. Learn how to use Feynman diagrams and their purpose in Particle physics.

Introduction to the LaTeX programming language. Learn the markup language that is used in Maths and Sciences to write up mathematical equations in a nice font. For instance $$A=2 \pi r$$.

Learn the basics of cake baking, from how egg to flour proportions changes the density of a cake, to why some cakes want sifter flour and others don't, and how to effectively substitute flavors and ingredients with out sacrificing the presentation or taste.

A brief mathematical introduction to Feynman diagrams for particle physics. Learn how to use Feynman diagrams and their purpose in Particle physics.

A brief mathematical introduction to Feynman diagrams for particle physics. Learn how to use Feynman diagrams and their purpose in Particle physics.

This course is designed to take a look at "Fundamental Particles" and our view of what is fundamental throughout history. I will start with a brief overview of the atom and get to modern theories: the Standard Model and beyond. Topics to be covered: History of Fundamental Particles, The Standard Model, The Higgs boson and experimental verification, and what may lie in the future

A quick overview of advanced mathematics techniques that are useful in solving advanced physical problems. This course will cover techniques to simplify classes of problems.