Limitations of science:

Quantum Field Theory

Elementary particles are Indistinguishable

In fact an important result from quantum field theory is that every electron is the same, different electrons can not be distinguished from each other.

If the electron has interactions between other electrons, after scattering, it is impossible to distinguish which was the original electron — all combinations have to be included and probability calculated.

The vacuum has complicated structure, where particles are constantly created and annihilated.

It is impossible to define precise position or momentum of any particle in quantum field theory.

A hundred of possible processes that can occur by interactions of particles and antiparticles (electrons and positrons) and photons, out of infinite number of possible combinations

0) Theory of Everything,

1) Quantum field theories

History of quantum field theory

2) List of quantum field theories

3) Quantum field theories Topics 265 P

4) list of mathematical topics in quantum theory

5) Noncommutative quantum field theory

6) Topological quantum field theory

Mathematical formulation of quantum mechanics
Quantum mechanics Topics 382 P
Quantum mechanics of time travel

Quantum Chemistry
Advances in Quantum Chemistry (Book series)

nuclear chemistry
also overlaps greatly with theoretical chemistry, physical chemistry and chemical physics.

But no, quantum fields do not interact with matter. Quantum fields are matter. In a quantum field theory, what we perceive as particles are excitations of the quantum field itself.

The simplest “practical” quantum field theory is quantum electromagnetism. In it, two fields exist: the electromagnetic field and the “electron field”.

These two fields continuously interact with each other, energy and momentum are transferred, and excitations are created or destroyed.

So for instance, what we picture intuitively as an electron absorbing a photon is, in quantum electrodynamics,

a specific interaction between the electromagnetic field and the electron field,

in which the electromagnetic field loses one excitation quantum,

and the electron field gains its energy, momentum and angular momentum.

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1) R elationship between mathematics and physics

2) Philosophical physics

3) List of unsolved problems in physics

📝 Mathematical physics 📝

The Journal of Mathematical Physics

📋 T heoretical physics 📋

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elements of any field.( Mathematics )

tensor fields or a tensor field is a generalization of a scalar field or vector field that assigns,

● vectors, and scalars

Euclidean vector

vector space

Theory of relativity

1) Principle of relativity

2) Relativity priority dispute

3) Criticism of the theory of relativity

Einstein's thought Experiment

Field theory

classical field theories

A) General relativity

Introduction to general relativity

As a result, relativity requires the use of concepts such as vectors, tensors, pseudotensors

and curvilinear coordinates.

(an object's length and the rate at which time passes both change appreciably as the object's speed approaches the speed of light, meaning that more variables and more complicated mathematics are required to calculate the object's motion.)

2) Introduction to the mathematics of general relativity.

3) Mathematics of general relativity.

4) Newtonian motivations for general relativity and

5) Theoretical motivation for general relativity.

6) Symmetries in general relativity

7) Alternatives to general relativity

8) Exact solutions in general relativity