Explain the scientific connotation of TCM compounds: chemical component separation and simple active ingredient screening, quantization of a single mechanism, although the role of the mechanism is also a multi-target and multi-level --- group, such as serialization, to build a higher level, ptoteintodna ---- compatibility law can reorganize the operation band of Turing machine, DNA sequence can be coupled to exons and introns, considering the internal environment

The comprehensive effect of the drug is related to its pharmacodynamics and pharmacokinetics, which is related to the construction of the relationship between the monarch and the minister, the synergistic effect: addition and enhancement, the antagonistic effect: competitive and non-competitive, and the absorption, distribution, metabolism and excretion

The overall level is to construct the probability transformations between the various vectors and the impact on probability

It does not directly fight the pathogenic factors, but enhances the body's disease resistance and adjusts the functional state of the body, which can be regarded as a regulatory probability, which is reflected in gene expression and product modification

The simplest dichotomy can be considered, such as the use of transparent adhesive to attach graphene

Cells can be idealized into coupling points of various lines, and their action is discrete, i.e., there is a certain delay

Berkeley's paradox is infinitesimal and 0 is not 0, which is similar to the quantum theory, which is destined to transcend formal logic, that is, the role of limits

The definition of the limit is determined by comparison with an arbitrary number

The Newton-Leibniz formula is derived from the pinch principle, which is actually a low-dimensional approximation of a high-dimensional space, and the addition and subtraction of high-dimensional equals a low-dimensional integral

Limited range: The whole is greater than the sum of its parts, possibly related to marginal utility. Pen & Fun & Pavilion www.biquge.info infinite collection, the whole is the part, and the part is the whole.

The function v(x) defined on the domain k, satisfying v(0)=infinity, that is, using the bit stack to define the boundary, in the general case, it is meaningful, min(v(x)+v(y))≤v(x+y) is the linear transformation, v(x)+v(y)=v(xy) is the comprehensive effect, then it is called the assignment of k

This is an operation on an algebraic closed field, and the operation of various processes in living organisms is temporarily regarded as closed, so our deduction also proceeds from these axiomatic axioms?

A domain has a flag value similar to an eigenvalue, such as the rank of a matrix, a local domain is distinguished or related to a prime number, such as the whole 8=3+5=1+7=2+2+2+2, and a domain is treated as a polynomial, which can be expanded by a power series

A closed system can be constructed using partial derivative equations, such as Maxwell's equations

Revelation is meaningful in coupling us with the different properties of unrelated individuals

The invariance of the topology is related to the transformation of the cohomology group

For the coupling concept that I've been mentioning, I tend to explain it in terms of topology, and I like geometric intuition

v-e+f=2 one-dimensional point-two-dimensional line+three-dimensional surface=2(1-2+3=2)

Topological equivalence, this conservation is based on a symmetry: a transformed group transformation. Boundaries can be transformed, but boundaries are not interchangeable, that is, points can be interchanged, but the whole still has a certain boundary, which is very similar to living things. Construction of homeomorphs, mappings and inverse mappings.

Topologically equivalent polyhedra have the same Euler Euler number

The gluing of certain points of space means the construction of a new space

The construction of space focuses on continuity and the derivation of mathematical logic

The subset of space is the neighborhood of the point, and the equivalence of forward and reverse transformations is emphasized

The point is b, the relationship is equivalently inclusive, the concept is self-consistent, and the x of x is still x

Euclidean spaces of different dimensions cannot be homomorphic with each other, and any subset of Euclidean spaces is regarded as topological spaces, and the distance function or metric of the set is the topology of the set

Connectivity is a topological invariant, and each topological space corresponds to a group, so that the homomorphic space has isomorphic groups

The union of a finite number of closed/open sets is a closed/open set

Gravitational potential energy potential energy is the ratio of seed quantity

The blackbody radiation field in the cavity is regarded as a collection of a large number of electromagnetic wave standing wave oscillators

Quantization avoids infinity, which is an application of probability, convergence.

Photoelectric effect: The frequency has its threshold, and the excess part is the qualification. The PTON effect further confirms the existence of light quanta

The measurement of a certain mechanical quantity in the state ψx is essentially to carry out ψx according to the eigenstate of the mechanical quantity

Expanding, the value of the measured mechanical quantity is always only one of the eigenvalues, and its probability of occurrence is the modulus of the coefficient of the corresponding term of the extension. When the measurement is completed, it is expanded according to the eigenstate of the mechanical quantity, and the value of the measured mechanical quantity is always only one of the eigenvalues, and the probability of its occurrence is the modulus of the corresponding term coefficient of the expansion. When the measurement is completed, ψx is the abrupt change (collapse) into the eigenstate

Different experiments will cause different disturbances, produce different state collapses, and give different images

All interference in quantum mechanics comes from the totality (totality provided by all paths) of the phase factors

The microscopic particle may essentially be a certain wave packet of the DeBroglie wave, and the phase velocity of the Debroglie wave (not only is it not equal to the velocity of the particle (not only is it not equal to the velocity of the particle v) depends on the energy (frequency) of the particle, which makes the DeBroglie wave packet dispersive even when propagating in a vacuum, but its wave packet is not diffuse, because this is a hierarchical coupling

ψ can be coupled hierarchically

Associated with a stream of particles moving in a straight line at uniform speed should be a flat

Surface waves. They are in the form of:

As we all know, the link with a stream of particles moving in a straight line at uniform speed should be a flat

Surface waves. They are in the form of a line and a circle

In any case, the probability function itself does not represent the course of events over the course of time. It only represents the tendencies of some events and our knowledge of those events. It is only when one major condition is satisfied, for example, when a new measurement is made that determines a certain property of the system is made, that the probability function can be linked to reality

The wave function takes into account the existence of antonyms

There has always been only the strong better than the weak, and the so-called victory over the strong with the weak is the observation effect of outsiders, which is the observation of different levels of the same object.

In a certain range, the growth is linear, but the fact is that the various levels are coupled together, and when one level is selectively expressed, the expression of other levels is correspondingly suppressed, which inhibits diversity, thus showing an inverted U-shaped growth curve

The truth is ****, give him a dress, a story

Build the structure inward and the relationship outward

A mapping between one set and another is a function

An implicit function is a coupling

Bounded (limit), parity, local monotony, overall periodicity

Lopida's law states that the higher and lower orders have a common value

The zero-point theorem is a computational process in which positive and negative operations arrive at an inference

Roll's theorem;

The Lagrangian median value theorem predicts a simple linearity

Cauchy's median value theorem

Imbalance of elements (quantization of the first order), imbalance of their relations (second-order, continuous, first-order sets)

The energy level difference between the classes is convergent, 1/n^2

Each electron orbital can only hold two electrons, and the hierarchy is also quantized

The chemical properties of an atom are mainly determined by the number of outermost electrons

Diversity, combinations, probabilities of life macromolecules

Movement is only meaningful if it is relative, and quality is measured

One inertia, two forces become three relative

The swept area is a constant quantity, which can be abstracted and can be distributed;t^2/a^3=c------ the law of universal gravitation, inversely proportional to the square

Energy is an eigen, momentum is an intrinsic of motion, and conservation is the average of its probability distribution

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