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Reindolf Boadu
Italy
Registrace 8. 12. 2017
Reindolf created almost all these videos during his days as an undergraduate student at the Kwame Nkrumah University of Science and Technology. Reindolf graduated in 2021 with a record Cumulated Weighted Average (the equivalent of Graded Point Average) in the Department of Mathematics and as a Valedictorian for the College of Science.
No one is perfect even though we try our best towards perfection so let me know when you spot any Computational errors. The good thing is that Computational errors do not change the meaning or understanding of the various concepts.
For more enquiries or any assistance, kindly send an email using the address below
dfom2001@gmail.com
Thank you and hope you subscribe to the channel đ
No one is perfect even though we try our best towards perfection so let me know when you spot any Computational errors. The good thing is that Computational errors do not change the meaning or understanding of the various concepts.
For more enquiries or any assistance, kindly send an email using the address below
dfom2001@gmail.com
Thank you and hope you subscribe to the channel đ
@ReindolfBoadu valedictory speech - College of Science's Valedictorian, KNUST (2021)
Watch Reindolf delivers his valedictory speech for being the Valedictorian for the College of Science, KNUST during the 55th Congregation.
Reindolf is the first BSc. Mathematics student in KNUST to have achieved this feat since 2004.
He graduated with an impressive CWA of 85.22
Reindolf is the first BSc. Mathematics student in KNUST to have achieved this feat since 2004.
He graduated with an impressive CWA of 85.22
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Video
How to know the password of every Wi-Fi network you have been connected to
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Your computer is connected to a Wi-Fi network but you do not remember the password that you had earlier used to connect to this particular Wi-Fi network. Maybe the network administrator entered it directly without revealing the actual password to you. You would now like to connect a second device, like your mobile phone, to the same Wi-Fi network but how do you find out the password? This video...
How to go about your final year project in the university
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This video is made to help final year students on how to go about their final year project. It teaches all the necessary things they need to know to undertake a very successful and useful project. Thank you.
Areas or Branches in Mathematics (Course Selection for Final Year Mathematics Students in KNUST)
zhlĂ©dnutĂ 2,4KPĆed 2 lety
This is to help final year students in KNUST to select their areas of specialty and courses from those areas. Thank you.
Message Passing and mpi4py (Lesson 21)
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This video helps you to understand message passing, point to point communication and how to use the mpi4py for point to point communication. Thank you.
Introduction to Parallel Computing (Lesson 20)
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This video introduces you to Parallel Computing. A very good video to help you understand the basic concepts. Thank you
Git and Git Commands (Lesson 19)
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This video walks you through some git commands and how to use them. Thank you
Git, Version Control Systems and GitHub (Lesson 18)
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This video walks you through Version Control Systems, Git and GitHub. Thank you
The Differential Operator is not Bounded Proof (Lesson 15)
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Here, we provide a proof to why the differential operator is not bounded. There are also other solved questions and proofs. Thank you
Bounded Linear Operators (Lesson 14)
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This video teaches you the about the bounded linear operators and provides a comprehensive proof to one important theorem in bounded/continuous linear operators. Thank you
Questions and Answers on Equivalent Norms (Lesson 13)
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This video solves some challenging and likely examinable questions on equivalent norms. Thank you
Special Case of Riesz Representation Theorem (Lesson 12)
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Special Case of Riesz Representation Theorem (Lesson 12)
Qualitative Analysis of the Fisher Kolmogorov Equation (Lesson 12)
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This video helps you know how to analyze the Fisher-Kolmogorov equation qualitatively. Thank you.
Fisher-Kolmogorov Equation (Lesson 11)
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In this video, you will be taught the Fisher-Kolmogorov Equation and how to derive it. You will also be taught how to non-dimensionalize it Thank you.
Maximization Assignment Problems (Lesson 17)
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This video teaches you how to solve a maximization assignment problem. There are solved examples to make understanding better.
Solving Assignment Problems (Lesson 16)
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Solving Assignment Problems (Lesson 16)
Solving an Unbalanced Transportation Problem (Lesson 14)
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Solving an Unbalanced Transportation Problem (Lesson 14)
Maximization Transportation Problem (Lesson 15)
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Maximization Transportation Problem (Lesson 15)
Derivation of the Reaction Diffusion System (Lesson 10)
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Derivation of the Reaction Diffusion System (Lesson 10)
Linear Transformation or Linear Mapping (Lesson 11)
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Linear Transformation or Linear Mapping (Lesson 11)
Verifying that the p norm is a norm or Proof of Minkowski's Inequality (Lesson 9)
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Verifying that the p norm is a norm or Proof of Minkowski's Inequality (Lesson 9)
Diffusion Equation and its derivation (Lesson 9)
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Diffusion Equation and its derivation (Lesson 9)
Holder's Inequality and Minkowski's Inequality (Lesson 8)
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Holder's Inequality and Minkowski's Inequality (Lesson 8)
The Stepping-Stone Method (Lesson 12)
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The Stepping-Stone Method (Lesson 12)
The Modified Distribution Method MODI (Lesson 13)
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The Modified Distribution Method MODI (Lesson 13)
Method of Solution of Transportation Problems (North west, VAM and Least Cost ) (Lesson 11)
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Method of Solution of Transportation Problems (North west, VAM and Least Cost ) (Lesson 11)
Introduction to Transportation Problem (Lesson 10)
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Introduction to Transportation Problem (Lesson 10)
Types of Linear Programming Solution and Tie breaker analysis Lesson (9)
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Types of Linear Programming Solution and Tie breaker analysis Lesson (9)
Unrestricted Variables in a Linear Programming Model (Lesson 8)
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Unrestricted Variables in a Linear Programming Model (Lesson 8)
Interestingly, no one tried to solve this analytically and get: 3 x1 = 4 / 38 x2 = -9/38 x3 = 25/38 Seems those values could be obtained in this form using Jacobi algorithm without going to decimal places.
how to solve a question having three variables
how to solve a question having three variables
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Thank you very much. I really needed this
Please I need questions to solve
please check the calculation of the eigenvalue well. I guess it's x'Ax/(x'x) where x' is the hermitian transpose of x
Do you offer private classes? I'm working on a project that's a real bother to me. The person assigned to me isn't quite helpful. Can you please help?
Congratulations đđđđ.
Why didn't you multiply the integrating factor by the -3u?
Thank you
Omo can't catch up
Very good the video!
Excellent explanation of everything, thanks to youđđŸ
Thanks
at time 13:56, why did you jump the cell with allocation 175 and a cost of three straight to the empty cell with cost 6 ?
Can we have the slides please
Thatâs very good
sorry but the explanation is really bad
Great work †3:07
Great work â€
Why did you leave the last but one column in the 2nd iteration??? The M3 column
Consider the differential equation đđŠ đđ„ + đŠ đ„ = 5 (đ„ 2 + 2)(4đ„ 2 + 3) , đ„ > 0 Given that đŠ = 1 2 ln 7 6 at đ„ = 1, show that the solution of the above differential equation can be written as đŠ = 1 2đ„ ln ( 4 đ„ 2 + 3 2 đ„ 2 + 4 ) .please help
I think the last cond 0â€Ï<α also correct.
I donât like the way you thought why are you rushing
Congratulations SNR BRO
great work
excellent
bro can you send of the link of this book
Forever glorious
Variables are differentđąđ
good but change your english modulation so everyone could undertand thanky you man
can you help me on how to do normalization of a system of ODEs? Thank you
Good job đ
Hello Reindolf Boadu. Please I sent you an email message yesterday but no reply. I want your personal contact or any special means I can contact you. I want to ask some few important questions
Thanks a lot..Great presentation. You have helped me a lot.
My name is sumaila Aziz from sunyani, a final year student at UENR, a mathematics level 400 student. I have a problem with the last part of lesson 8. Why the Gp should be infinite????
Good morning sir
Thank you so much sir â€
You're welcome Baya
Perfect explanation, is non-constant coefficients IVPs a part of this course?
Very well explained. Thank you!
You're welcome, Ellon
Pls the 2nd order polynomial is 398.087 from calculator
Thanks for the clarification
Was wondering why you didnât multiply 1/3 to the 1 in row 3 making C= 1/3
Please for the positive definite, when checking is it a11>0 then the next is the next 2x2 matrix of a11 a12 a21 a22 or it doesn't matter how you took it.
thank you very much i have a numerical exams today
Your answers does not tally with mine
He made a mistake somewhere he changed the sign from negative to positive for some reason. Could you drop your answers?
Yoh, this is so complicated.
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