Which kind of analytical methods do you use to solve second order delay differential equations?

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Can we find a statistical matrix mechanics equivalent to the Schrödinger equation?

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Is it true that there is a physico-statistical meaning to the constant π other than circular geometry but the iron guardians of the SE deny it?

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Assuming that the vacuum explodes spontaneously, how is this explosion sustained and amplified?

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Assuming that the central philosophy of the Schrodnger equation is the cat in a box paradox, can this phylosipy be adjusted?

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Is it true that we can completely neglect partial differential equations, the method of separation of variables and FDM techniques?

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Baseline drift in HPLC? What causes this?

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How to calculate CCS for Sodiated adduct ions and Multiply Charged Ions?

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Is it possible to plot the atom-projected band structure using GPAW?

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Should I include H atom into C3N5 when i am doing DFT modelling?

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Are there any good simple systems or platforms to recommend?

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If we are using snowball sampling technique, how do we justify the true representativeness of the sample statistically? is there any statistical test?

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What are possible strategies can be used to analyze data under sequential explanatory mixed method approach?

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How to use Density Functional Theory to calculate carrier mobilities of solid system?

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Request a single Lecture notes for math as detailed as this that I can find in one place?

- The Existence/Uniqueness of Solutions to Higher Order Linear Differential Equations - Higher Order Homogenous Differential Equations - Wronskian Determinants of $n$ Functions - Wronskian...

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Muhammad Ali

Have a look at : https://www.youtube.com/watch?v=TCWrD3cZG9s

https://au.mathworks.com/help/matlab/ref/ddensd.html

https://au.mathworks.com/help/matlab/math/delay-differential-equations.html