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Applied Mathematics
Индия
Добавлен 4 авг 2020
This Channel basically discusses all the topics of Applied Mathematics. Applied mathematics and statistics are disciplines dedicated to the application of mathematical methods and reasoning to solve real-world problems
Yager Class of Complement Function (Part-3)
In this video, we delve into fuzzy complements, specifically Yager class and its unique characteristics.
To understand the theory, we present bothdiscretee and continuous examples where the Yager class of fuzzy complements is applied.
Whether you're a student, a researcher, or simply curious about the world of fuzzy logic, this video offers a comprehensive overview of the Yager class and its Examples.
To understand the theory, we present bothdiscretee and continuous examples where the Yager class of fuzzy complements is applied.
Whether you're a student, a researcher, or simply curious about the world of fuzzy logic, this video offers a comprehensive overview of the Yager class and its Examples.
Просмотров: 916
Видео
Sugeno Class of Fuzzy Complement
Просмотров 737Год назад
In this informative video, we understand Sugeno class of complement and Join us as we break down the concept into easily understandable terms and provide clear examples to solidify your understanding. Whether you're a student or a curious learner, this video will equip you with the knowledge to grasp the intricacies of the Sugeno class of complement and its applications in examples
Fuzzy Complement- Basics
Просмотров 1,2 тыс.Год назад
Join us in this informative video as we dive into the fundamental concept of fuzzy complement. We explore the concept of fuzzy complement, discussing its definition, properties, and how it relates to fuzzy sets and membership degrees. We'll demystify the concept through intuitive examples and visual representations. Whether you're a beginner or seeking a refresher, this video is perfect for any...
Properties of Fuzzy Set
Просмотров 841Год назад
Welcome to our RUclips video, where we dive deep into the essential properties of fuzzy sets. Delve into the law of excluded middle and contradiction and understand how it relates to the crisp subset of fuzzy sets. Gain insights into the property of idempotence, which showcases how repeated application of an operation on a fuzzy set doesn't change the result. 1. Crisp Sets Vs Fuzzy Sets ruclips...
Normal and Convex Fuzzy Sets
Просмотров 1,9 тыс.Год назад
In this video, we study normal and convex fuzzy sets, two fundamental types that play a significant role in fuzzy logic and decision-making processes. Throughout the video, we provide intuitive explanations and visual representations to make the concepts more accessible. Whether you're new to fuzzy sets or seeking a deeper understanding of normal and convex fuzzy sets, this video will guide you...
Features of Membership Function- Triangular and Trapezoidal
Просмотров 3,3 тыс.Год назад
Triangular Membership Function: Learn how the triangular membership function is constructed and visualize its unique shape. We explain the three parameters that define the triangular membership function. Discover the characteristics that make this function suitable for modelling gradual transitions and crisp boundaries. Trapezoidal Membership Function: Dive into the trapezoidal membership funct...
Crisp Sets Vs Fuzzy Sets
Просмотров 548Год назад
In this informative video, we delve into the fascinating world of set theory and explore the contrasting concepts of Crisp Sets and Fuzzy Sets. Join us as we uncover the fundamental distinctions between these two approaches and understand how they tackle uncertainty and ambiguity in different contexts. Crisp Sets, also known as classical sets, operate on a binary membership basis, where element...
T - Norm/ Fuzzy Intersection- An introduction
Просмотров 3,6 тыс.Год назад
This is an introductory video on T- Norm covering the fundamentals of T- Norm. In this video, we understand T-Norm, a fundamental concept in fuzzy logic used to combine fuzzy sets and perform logical operations. We break down T-Norm into its components, demonstrating how it operates on the membership values of fuzzy sets to generate a new fuzzy set. We explain the algebraic properties and prope...
Questions on Finding Moments in Statistics
Просмотров 9 тыс.3 года назад
This Lecture discusses solved examples showing how to calculate moment about mean and about any arbitrary point. 1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3. Relation between Raw moment and Cen...
Questions based on Relation among Moment about mean, about arbitrary point (A) and and about origin
Просмотров 7063 года назад
In this lecture we will discuss Questions based on Relation between: 1. Moment about mean 2. Moment about arbitrary point (A) 3. Moment about origin 1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3....
Relation between Raw moment and Central moment
Просмотров 1,4 тыс.3 года назад
This video gives derivation of, relation of moment about origin with moment about mean and about arbitrary point A 1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3. Relation between Raw moment and C...
Relation between Moment about mean and Moment about any Arbitrary Point
Просмотров 9 тыс.3 года назад
This video lecture discusses Moment about any arbitrary point and Moment about origin, and their Relation. 1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3. Relation between Raw moment and Central m...
Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin
Просмотров 1,1 тыс.3 года назад
1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3. Relation between Raw moment and Central moment ruclips.net/video/lK_hOTayBPE/видео.html 4. Questions based on Relation among Moment about mean, abou...
Questions on Kurtosis || Finding the value of Beta 2 (Coefficient of kurtosis)
Просмотров 1,6 тыс.3 года назад
This video explains few questions on kurtosis specially finding the coefficient of Kurtosis using moments. 1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3. Relation between Raw moment and Central m...
Introduction to Kurtosis|| What is Kurtosis??
Просмотров 7 тыс.3 года назад
This video tells you: What is Kurtosis? How do we measure Kurtosis? Concepts of Leptokurtic, Mesokurtic, Platykurtic 1. Moments| Moment about mean|| Moment about any arbitrary point A|| Moment about origin ruclips.net/video/YlYXSVMr830/видео.html 2. Relation between Moment about mean and Moment about any Arbitrary Point ruclips.net/video/mSlymF7fdgQ/видео.html 3. Relation between Raw moment and...
Explained Question on Skewness || Moments Method
Просмотров 2563 года назад
Explained Question on Skewness || Moments Method
Curve Fitting || Method of least Squares || Fitting of curve y = ax^b
Просмотров 16 тыс.3 года назад
Curve Fitting || Method of least Squares || Fitting of curve y = ax^b
Curve Fitting || Fitting of Exponential Curve || y =ae^bx
Просмотров 16 тыс.3 года назад
Curve Fitting || Fitting of Exponential Curve || y =ae^bx
Curve Fitting || Fitting of Exponential Curve || Y =ab^x
Просмотров 26 тыс.3 года назад
Curve Fitting || Fitting of Exponential Curve || Y =ab^x
Curve Fitting || Parabolic Curve || Fitting of polynomial of any order
Просмотров 2,2 тыс.3 года назад
Curve Fitting || Parabolic Curve || Fitting of polynomial of any order
Curve Fitting || Method of least Squares || Fitting of Straight Line
Просмотров 3,8 тыс.3 года назад
Curve Fitting || Method of least Squares || Fitting of Straight Line
Regula Falsi Method | Numerical Methods| Finding Root of a function
Просмотров 1,6 тыс.3 года назад
Regula Falsi Method | Numerical Methods| Finding Root of a function
Bisection Method | Numerical Methods | Solution of Algebraic and Transcendental Equations
Просмотров 6 тыс.3 года назад
Bisection Method | Numerical Methods | Solution of Algebraic and Transcendental Equations
Introduction to Numerical Solution of Algebraic and Transcendental Equations
Просмотров 15 тыс.3 года назад
Introduction to Numerical Solution of Algebraic and Transcendental Equations
Error Analysis in Numerical Analysis
Просмотров 61 тыс.3 года назад
Error Analysis in Numerical Analysis
Variable Coefficient PDE| Reducible to Linear PDE with Constant Coefficients
Просмотров 4263 года назад
Variable Coefficient PDE| Reducible to Linear PDE with Constant Coefficients
Partial Differential Equations | Equations Solvable by Direct Integration
Просмотров 6363 года назад
Partial Differential Equations | Equations Solvable by Direct Integration
Formation of PDE | Elimination of Arbitrary Function | Questions
Просмотров 12 тыс.3 года назад
Formation of PDE | Elimination of Arbitrary Function | Questions
Formation of Partial Differential Equation | Elimination of Arbitrary Functions
Просмотров 4933 года назад
Formation of Partial Differential Equation | Elimination of Arbitrary Functions
Ardam kaledhu
its not true you should calculate logx initial position
is there any method to get those multipliers
Thank you for the video🙏🙏 i wonder is there a real life example for non-convex fuzzy set? For the convex one we can say like being tall and how it changes with increasing height but with non-convex i cannot come up with anything... thanks again🙏
U said trapezoidal as triangular
Why We need takke log why we don't go with ln mam
You can use either one
Wow good work
-4y² is not always less than 0, it's elliptic everywhere except at y=0 Thank you for the wonderful video ❤
mam how did you get a as 15 in 2nd q
mam pen ka name bata dijie 🙂
please make vedio on meaning and why significant numbers ,how the rules are disigned especially with number zero and its place
thanks for teaching clearly.
ma'am i think you have mentioned triangular fuzzy sets 2 times.
a=-2 & b= 7 & c=0
1St Question a b c wrong
*are you bot or something, multipliers kaise aye wahi to dekhne aya hun, i personally request to youtube india to suspend these type of channel*
Please check the previous videos. Consider dx/p=dy/q=dz/r. Now choose a the multipliers P, Q, R such that (You can use any of these) 1. RULE 1 : Pp+Qq+Rr = 0 2. RULE 2: the numerator becomes the exact differential of denominator i.e., Pdx+Qdy+Rdz is exact differential of Pp+Qq+Rr. • The choice of P, Q, and R can be guided by the form of the PDE and the need to satisfy both RULE 1 and RULE 2. • Sometimes, one might start with a proposed form for P, Q, or R and then check if it satisfies the conditions. If not, adjustments can be made. • The process often involves trial and error, guided by mathematical insight into the structure of the PDE. LASTLY, Ensure that the chosen multipliers do not violate any integrability conditions of the system. Hope this solves your query. If not, please right back again
Using Charpit’s method, solve the equation: zp²-y²p+y²q =0 Please solve this mam
Thanks ❤
I like how every concept was explained using plenty of examples. Good work!
Thanks
what you are teaching is right and much needed. But, its boring. If anyone has to learn this way, they would go to classes itself. Students choose youtube, for one-on-one and interesting learning methods.
You are just singing the multipliers instead of explaining how you chose each of them.
Please check the previous videos. Consider dx/p=dy/q=dz/r. Now choose a the multipliers P, Q, R such that (You can use any of these) 1. RULE 1 : Pp+Qq+Rr = 0 2. RULE 2: the numerator becomes the exact differential of denominator i.e., Pdx+Qdy+Rdz is exact differential of Pp+Qq+Rr. • The choice of P, Q, and R can be guided by the form of the PDE and the need to satisfy both RULE 1 and RULE 2. • Sometimes, one might start with a proposed form for P, Q, or R and then check if it satisfies the conditions. If not, adjustments can be made. • The process often involves trial and error, guided by mathematical insight into the structure of the PDE. LASTLY, Ensure that the chosen multipliers do not violate any integrability conditions of the system. Hope this solves your query. If not, please right back again
Good morning but the first question someone solved it another way and did not arrive at the same answer as yours
Thank you so much mam u helped me alot
(ly-mz)p + (mz-nx)q = (nx-ly) Please anyone tell what multiplier should we use in both cases, (In 1 Case it will be 1,1,1) but in other what it would be? There are several video solution on a bit different question, but i am not getting solution for this Question.
You can use the constants (l,m.n)
x,y,z
Beautiful
d(xz) kese aya aur usko Integra kese kiya aur kiske respect ma 13:00
End ma question ka LHS nhi smjh aa rha 13:00
Explain please
Thank you
Thank you mam
❤❤❤❤ Thankyou so much mam ☺️☺️
Good video. Good explanation. I notice that if you had used natural log instead of log10, "e" would have cancelled out to 1 and you would have only had to deal with bx.
Mam log panna ln pannuna answer correct varala mam
Unable to understand? You can ask both in English and Hindi
Very nicely presented
Thanks
@@appliedmathematics3018mis.l need solution for this Question, every crisp set is a fuzzy set . Prove that???
Hi, how can I contact you you please, i have an offer for you, maths project
learnpython008@gmail.com
Hi, can i get your email to contact you, I have a project please
learnpython008@gmail.com
How to slove the last 2 equation
1. Easiest way take the value of A from one equation and put it in another. 2. You can use matrix method. 3. In programmable calculators there is a facility of solving simultaneous equation directly.
Thank you ma'am
Thank you 💕
By 'accuracy' you mean the number of decimal places and the |b - a|/2^n < e gives the accuracy in terms of decimal places which is OK if the root is in [1,10] but give bad results if the root is near 0 e.g. x - 0.0000000001. The sequence of intervals would be 1 [0.000000, 1.000000] 2 [0.000000, 0.500000] 3 [0.000000, 0.250000] 4 [0.000000, 0.125000] 5 [0.000000, 0.062500] ... 20 [0.000000, 0.000002] so |b - a| = 0.000002 In this case, take the midpoint of this interval (0.000002) and we find |0.000002 - 0.0000000001| < 5*10**(-6) so that 0.000002 is an approximation to 0.0000000001 that is accurate to 5 decimal places but is a useless result. Absolute error gives decimal place - relative error gives digits.
@appliedmathematics Mam How can you directly choose the multiplier, this is not the correct method to teach tell the logic if you are explaining the solution. How I know that this is the multiplier.
Please check the previous videos. Consider dx/p=dy/q=dz/r. Now choose a the multipliers P, Q, R such that (You can use any of these) 1. RULE 1 : Pp+Qq+Rr = 0 2. RULE 2: the numerator becomes the exact differential of denominator i.e., Pdx+Qdy+Rdz is exact differential of Pp+Qq+Rr. • The choice of P, Q, and R can be guided by the form of the PDE and the need to satisfy both RULE 1 and RULE 2. • Sometimes, one might start with a proposed form for P, Q, or R and then check if it satisfies the conditions. If not, adjustments can be made. • The process often involves trial and error, guided by mathematical insight into the structure of the PDE. LASTLY, Ensure that the chosen multipliers do not violate any integrability conditions of the system. Hope this solves your query. If not, please right back again
how do i choose the multipliers to use cos i noticed the first question's multiplier does not correspond with the last question's multiplier
Please check the previous videos. Consider dx/p=dy/q=dz/r. Now choose a the multipliers P, Q, R such that (You can use any of these) 1. RULE 1 : Pp+Qq+Rr = 0 2. RULE 2: the numerator becomes the exact differential of denominator i.e., Pdx+Qdy+Rdz is exact differential of Pp+Qq+Rr. • The choice of P, Q, and R can be guided by the form of the PDE and the need to satisfy both RULE 1 and RULE 2. • Sometimes, one might start with a proposed form for P, Q, or R and then check if it satisfies the conditions. If not, adjustments can be made. • The process often involves trial and error, guided by mathematical insight into the structure of the PDE. LASTLY, Ensure that the chosen multipliers do not violate any integrability conditions of the system. Hope this solves your query. If not, please right back again
A very very Thanks , 💗💗💗💗💗 u madam
thank u a lot💫💯
Please do 5th question
Please hope for a fast replay
Madam in perivou videos in normal u have taken smallx but in this u have taken Capital X why is there any reason .
When we replacing x then we used X there. However when there is no change in x it remains same.
HERE I WAS THINKING THIS WAS GONNA B TOUGH.....thanks ma'am 🙂
I have so many doubt in this topic.. Please help me mam.....
Mam aap video upload karna kyon chodd diya ?