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  • Math Homework Help: A Guide to the Best AI Math Solver of 2023
    by Casey Allen on October 24, 2023 at 4:20 am

    About a quarter of the average college student's courseload is general education requirements. While these are graduation requirements, they also are usually time-wasters. They're challenging and stressful... but luckily, help is available. If you're looking for quick math homework help, an online AI math solver can bring your grades up quickly and effectively. Read on to The post Math Homework Help: A Guide to the Best AI Math Solver of 2023 first appeared on SquareCirclez. Related posts: 5 Best Free Math Problem Solvers Math problems allow students to learn new concepts and strengthen... Curriculum Webs - more homework needed "Weaving the Web into Teaching and Learning" Cunningham, C and... Buyer’s Guide: TI-84 Graphing Calculator Math classes can be daunting. From a young age, I... My dilemma - ethical math help Is there a difference between paying someone to do...

  • 5 Best Free Math Problem Solvers
    by Casey Allen on June 6, 2023 at 3:43 am

    Math problems allow students to learn new concepts and strengthen problem-solving skills. But many learners feel confused or frustrated if they can’t find the correct solution. A math problem solver is a handy tool that helps students doublecheck their work and identify errors. However, not all math problem solvers are created equal. Here are the The post 5 Best Free Math Problem Solvers first appeared on SquareCirclez. Related posts: Microsoft Math 3.0 Review MS Math 3.0 is a well-designed computer-based math tool.... Free math software downloads Wanting to use some math software but find it’s too... GraphSketch.com - free online math grapher GraphSketch is a free offering that allows the user to... Context Free math-based art Context Free is software you can use to produce some...

  • Reviewing Six Online Math Tutoring Services - What’s the Best?
    by Hugo Pegley on June 22, 2022 at 4:00 am

    Math is an exciting field of study that can lead to a variety of exciting careers or research projects. But if you're a student having difficulty with the topic, you might be thinking about enrolling in an online math tutoring program.  This is a great way for you to get assistance in a format and The post Reviewing Six Online Math Tutoring Services - What’s the Best? first appeared on SquareCirclez. Related posts: How to Pick A Live Math Chat Tutoring Service If you’re looking for a live math tutor, you are... How Much Does an Online Math Tutor Cost? Across the world, math is the key to understanding many... Online Algebra Math Tutor Many private and public high schools and colleges require students... Best Online Calculus Math Tutor: How to Choose Calculus and math require tremendous background information, practice, and good...

  • Picking the Best Online Precalculus Math Tutor
    by Hugo Pegley on June 22, 2022 at 3:55 am

    Students who want to go on to study math, science, engineering, and other disciplines in college, usually find that their chosen college values some prior knowledge of calculus. An online precalculus math tutor could be the answer. High schools commonly offer precalculus courses in the 11th grade before introducing calculus in the 12th. Precalculus is The post Picking the Best Online Precalculus Math Tutor first appeared on SquareCirclez. Related posts: How Much Does an Online Math Tutor Cost? Across the world, math is the key to understanding many... Best Online Calculus Math Tutor: How to Choose Calculus and math require tremendous background information, practice, and good... Online Algebra Math Tutor Many private and public high schools and colleges require students... Reviewing Six Online Math Tutoring Services - What’s the Best? Math is an exciting field of study that can lead...

  • How Much Does an Online Math Tutor Cost?
    by Hugo Pegley on June 15, 2022 at 4:17 am

    Across the world, math is the key to understanding many complex subject matters. It is also imperative that a student does not fall behind, as math typically builds on previous concepts. So, it is no secret that many typical high school and college students struggle in math classes. Due to this fact, skilled math tutors The post How Much Does an Online Math Tutor Cost? first appeared on SquareCirclez. Related posts: Online Algebra Math Tutor Many private and public high schools and colleges require students... Best Online Calculus Math Tutor: How to Choose Calculus and math require tremendous background information, practice, and good... How to Choose a Math Tutor Are you in need of mathematics support, or do you... How to Pick A Live Math Chat Tutoring Service If you’re looking for a live math tutor, you are...


Recent Questions - Mathematics Stack Exchange most recent 30 from math.stackexchange.com

  • Propositional Logic Help with First Order Logic
    by John Cyphers on April 18, 2024 at 9:58 pm

    How would I write "Each dog only loves itself." in propositional logic. My take at this would be something like ∃x(Dog(x) → Loves(x, x)), but I am unsure if that is a correct approach.

  • Existence of Nash Equilibrium in a Game with Mixed Strategy Spaces
    by graphtheory123 on April 18, 2024 at 9:54 pm

    I am considering formulating an applied research problem as a simultaneous zero-sum game with two players. The first player's set of actions is an infinite and compact subset of $\mathbb{R}^n$, while the second player has a finite number of actions. For a specific action $s_2$ chosen by Player 2, I am aware of the result stating that if the set of choices for each player were compact and the payoff function were continuous in the strategies of all players, then a (mixed) Nash Equilibrium would exist. However, since Player 2's actions are discrete, this result does not apply directly to my case. Are there any results that might guarantee the existence of a Nash Equilibrium under perhaps a few additional conditions for problems like mine? I have struggled to find relevant information on this topic in my searches.

  • Find the value of $9(x^3+y^3)$
    by MathStackexchangeIsNotSoBad on April 18, 2024 at 9:49 pm

    If $$\ln\left(x^3+\frac{y^3}{3}+\frac19\right)=\ln x+\ln y$$ then find the value of $9(x^3+y^3)$ I am stuck after doing $x^3+\frac{y^3}{3}+\frac19=xy$ I am not able to think what to do after this. I highly think that is expression is factorable but I am not able to do that. Any help is greatly appreciated.

  • Reference request? Lévy's continuity theorem
    by Iván P. on April 18, 2024 at 9:48 pm

    I am trying to understand a proof that involves constructing a measure $\mu$ as a weak limit of measures $\mu_k$. The autor concludes the weak convergence as a consequence of Lévy's continuity theorem. I've looked this theorem up and it is stated for probability measures. The thing is, I am not seeing how the measures $\mu_k$ involved are of Probability. But this is not what I am here to ask. I suspect that this might not even be the case, because after the measure $\mu$ is constructed, the author goes out of his way to prove that $\mu$ is not the zero measure, which should be obvious if the measure was of Probability, as the theorem guarantees. This leads me to believe that there is some version of Levy's theorem for non-probability measures that I haven't been able to find. Is this the case? If so where could I find it?

  • How do you know when level curves are straight?
    by user326210 on April 18, 2024 at 9:39 pm

    I have a smooth function $F(x,y)$ which sends an open disc $D\subset \mathbb{R}^2$ in the plane to $\mathbb{R}$. I would like to know how to compute whether the level curves of $F$ are all each (a subset of) a line. For example, $F$ might be a function like $ax+by+c$ whose the level curves are all parallel lines. Or $F$ might be a function with "radial" contours, e.g. $F(x,y)$ is the slope of the line between $(x,y)$ and the origin, and $D$ is a disc in the first quadrant. So far, it seems to me that: There are only two basic ways the contours can all be lines --- the radial case, and the parallel lines case. This is because the contours cannot intersect If you have a functional form for $F$, it should be possible to perform a test, possibly involving logarithms of ratios of derivatives, to determine whether the level curves are all straight. I haven't been able to devise such a test yet, however. One way of looking at it is to pick a point $p\in D$ and let $\gamma_p:\mathbb{R}\rightarrow \mathbb{R}^2$ be the line that passes through $p$ parallel to the level curve of $F$. Then the claim is roughly that for all $p$, $F\circ \gamma_p$ is constant, i.e. its derivative vanishes.


Surrey Mathematics Research Blog The blog on research in mathematics at the University of Surrey

  • Paper of Dorje Brody on generative AI and fake news published in The Conversation
    by Tom Bridges on April 18, 2024 at 12:48 pm

    The paper “Generative AI model shows fake news has a greater influence on elections when released at a steady pace without interruption“, authored by Dorje Brody, has been published in The Conversation (link here). It is not clear that disinformation has, to date, swung an election. But there is a strong sense that it has

  • Anne Skeldon speaks at a workshop on dynamics of piecewise smooth systems in Manchester
    by Tom Bridges on April 16, 2024 at 9:15 am

    Anne Skeldon is visiting the Department of Mathematics at the University of Manchester this week (15-16 April) for a Workshop on “Dynamics and Piecewise Smooth Systems: what’s new?” Anne is giving the closing lecture, which is also the Departmental Heilbronn-sponsored Seminar, on the topic of “The slow-fast dynamics of sleep regulation“. Her talk is based

  • Michael Henderson from IBM Research in Yorktown Heights, New York, visits Maths
    by Tom Bridges on April 15, 2024 at 3:30 pm

    Michael Henderson, a Principal Research Scientist at the IBM Research Center in New York (link here), is visiting the Mathematics Department this week (15-19 April), for research interaction, and to give a talk. His hosts for the visit are Tom Bridges and Imran Nasim. He is working with Imran on machine learning and scientific computing,

  • Paul Bergold and Cesare Tronci visit the Goethe University in Frankfurt
    by Tom Bridges on April 12, 2024 at 9:52 am

    Paul Bergold and Cesare Tronci are in Germany this week (8-12 April), visiting the Chemistry Department at the Goethe University in Frankfurt. They are there for a research project meeting with Prof Dr Irene Burghardt (co-I on their Leverhulme project). Their collaborator Prof Rocco Martinazzo from the Universita’ Statale di Milano also attended. The photo

  • David Lloyd visits the Mathematics Institute at the University of Leiden
    by Tom Bridges on April 11, 2024 at 2:32 pm

    David Lloyd is in the Netherlands this week (8-12 April) visiting the Mathematics Institute for research interaction with Gianne Derks (Leiden, and ex-Professor at Surrey), and Peter van Heijster (Wageningen). The photo below shows that team during a break in the action.


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Mathematics – Wolfram Blog News, Views and Insights from Wolfram

  • Hypergeometric Functions: From Euler to Appell and Beyond
    by Tigran Ishkhanyan on January 25, 2024 at 5:35 pm

    Hypergeometric series appeared in the mid-seventeenth century; since then, they have played an important role in the development of mathematical and physical theories. Most of the elementary and special functions are members of the large hypergeometric class. Hypergeometric functions have been a part of Wolfram Language since Version 1.0. The following plot shows the implementation

  • Get Down to Business with Finite Mathematics in Wolfram Language
    by John McNally on December 22, 2023 at 3:41 pm

    “There is every reason to expect that the various social sciences will serve as incentives for the development of great new branches of mathematics and that some day the theoretical social scientist will have to know more mathematics than the physicist needs to know today.” —John G. Kemeny, first author of the original textbook on

  • Don’t Be Discreet and Learn Discrete Mathematics with Wolfram Language
    by Marc Vicuna on November 29, 2023 at 6:00 pm

    “The spread of computers and the internet will put jobs in two categories. People who tell computers what to do, and people who are told by computers what to do.” — Marc Andreessen, inventor of the Netscape browser How is data organized in databases? Why are some computer programs faster than others? How can algorithms

  • Learn Multivariable Calculus through Incredible Visualizations with Wolfram Language
    by Tim McDevitt on November 6, 2023 at 3:57 pm

    Multivariable calculus extends calculus concepts to functions of several variables and is an essential tool for modeling and regression analysis in economics, engineering, data science and other fields. Learning multivariable calculus is also the first step toward advanced calculus and follows single-variable calculus courses. Wolfram Language provides world-class functionality for the computation and visualization of

  • Expand Your Understanding of Statistics with Wolfram Language
    by Jamie Peterson on June 6, 2023 at 4:27 pm

    Statistics is the mathematical discipline dealing with all stages of data analysis, from question design and data collection to analyzing and presenting results. It is an important field for analyzing and understanding data from scientific research and industry. Data-driven decisions are a critical part of modern business, allowing companies to use data and computational analyses

  • Stack the Odds in Your Favor and Master Probability with Wolfram Language
    by Marc Vicuna on March 24, 2023 at 3:46 pm

    “I believe that we do not know anything for certain, but everything probably.” —Christiaan Huygens Have you ever wondered how health insurance premiums are calculated or why healthcare is so expensive? Or what led to the financial crisis of 2008? Or whether nuclear power is safe? The answers to these questions require an understanding of

  • Active Learning with Wolfram|Alpha Notebook Edition
    by Jordan Hasler on January 20, 2023 at 8:16 pm

    As you may know from your own experience (or perhaps from the literature on education), passively receiving information does not lead to new knowledge in the same way that active participation in inquiry leads to new knowledge. Active learning describes instructional methods that engage students in the learning process. Student participation in the classroom typically

  • Wolfram|Alpha Pro Teaches Step-by-Step Arithmetic for All Grade Levels
    by AnneMarie Torresen on August 26, 2022 at 3:12 pm

    In grade school, long arithmetic is considered a foundational math skill. In the past several decades in the United States, long arithmetic has traditionally been introduced between first and fifth grade, and remains crucial for students of all ages. The Common Core State Standards for mathematics indicate that first-grade students should learn how to add

  • Fractional Calculus in Wolfram Language 13.1
    by Tigran Ishkhanyan on August 12, 2022 at 9:10 pm

    What is the half-derivative of x? Fractional calculus studies the extension of derivatives and integrals to such fractional orders, along with methods of solving differential equations involving these fractional-order derivatives and integrals. This branch is becoming more and more popular in fluid dynamics, control theory, signal processing and other areas. Realizing the importance and potential


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