NoetherSym

Description: definiton of convolution product of two functions which found by calulating the product of the two functions one of them is shifted, the integral through all space, it has various applications in mathematics and other fields

Description: definiton of convolution product of two functions which found by calulating the product of the two functions one of them is shifted, the integral through all space, it has various applications in mathematics and other fields

Description: feynman diagram for physics lovers, proton and neutron scattering, also known as beta decay of the weak force, one of the four fundamental forces of nature

Description: gravitational time dilation, showing that time varies around heavy object due to gravitation.

Description: gravitational time dilation, showing that time varies around heavy object due to gravitation.

Description: heaviside function, one of the intersting, and strange equations, that appear in many fields of science, from mathematics and physics to engineering, and which have various applications

Description: heaviside function, one of the intersting, and strange equations, that appear in many fields of science, from mathematics and physics to engineering, and which have various applications

Description: the non linear differential equation modeling the simple pendelum, which can be simplified to give a harmonic motion

Description: the non linear differential equation modeling the simple pendelum, which can be simplified to give a harmonic motion

Description: the famous product symbol used in mathematics to gather the product of many term

Description: the famous product symbol used in mathematics to gather the product of many term

Description: Dirac delta function, one of the most intersting, and strange equations, that appear in many fields of science, from mathematics and physics too engineering, and which have various applications

Description: Dirac delta function, one of the most intersting, and strange equations, that appear in many fields of science, from mathematics and physics too engineering, and which have various applications

Description: the hessian matrix made out of the different partial derivatives of the components of the function, which is used in determining the local curvature of a many variable function

Description: the hessian matrix made out of the different partial derivatives of the components of the function, which is used in determining the local curvature of a many variable function

Description: the biot savart equation, a useful equation used to calculate the static magnetic field

Description: the biot savart equation, a useful equation used to calculate the static magnetic field

Description: the famous integral symbol used in mathematics, to calculate the integral or the premitive function

Description: the famous integral symbol used in mathematics, to calculate the integral or the premitive function

Description: the famous product symbol used in mathematics to gather the product of many term

Description: the famous product symbol used in mathematics to gather the product of many term

Description: the formula ruling the current world, the induced electromagnetic couple for induction motors, induction motors are the primary source of power in the industry, so this formula is one of the most important equations in history

Description: the formula ruling the current world, the induced electromagnetic couple for induction motors, induction motors are the primary source of power in the industry, so this formula is one of the most important equations in history

Description: feynman diagram for physics lovers, electron-muon pair scattering

Description: feynman diagram for physics lovers, electron-muon pair scattering

Description: the closeness relation formed by the eigenvectors of the hamiltonian, and these eigenvectors form a basis for the hilbert space, a very useful formula for doing calculations in quantum physics

Description: the closeness relation formed by the eigenvectors of the hamiltonian, and these eigenvectors form a basis for the hilbert space, a very useful formula for doing calculations in quantum physics

Description: the equipartition theorem stating that every degree of freedom contribute with the same amount of energy

Description: the equipartition theorem stating that every degree of freedom contribute with the same amount of energy

Description: the famous PE ratio, price per earnings growth, one of the most important metrics in evaluating stocks, a PE lower than 1 is considered good for value investors

Description: the famous PE ratio, price per earnings growth, one of the most important metrics in evaluating stocks, a PE lower than 1 is considered good for value investors

Description: the famous PE ratio, one of the most important metrics in evaluating stocks, a PE lower than 20 is considered good for value investors

Description: the famous PE ratio, one of the most important metrics in evaluating stocks, a PE lower than 20 is considered good for value investors

Description: the formula defining the active power, which is the real part of the electricity that we use, the goal is to try ot use the max of it, one of electrical engineering basics

Description: the formula defining the active power, which is the real part of the electricity that we use, the goal is to try ot use the max of it, one of electrical engineering basics

Description: the famous Hooke's law in infinitesimal linear deformation of a material, one of the basics of mechanical engineering and material properties