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Claude is Optimistic About Training A New Cadre Of Appraisers In 3-6 Months

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Me: "Would it be difficult to increase the supply of graduates with sufficient math and statistical knowledge to apply MARS to a field like appraisal?"

Claude: "No, it wouldn't be particularly difficult to increase the supply of professionals who could apply MARS (Multivariate Adaptive Regression Splines) to appraisals, for a few reasons:

  1. The core mathematical concepts needed are at the undergraduate level - basic statistics, regression analysis, and some calculus. While MARS is a sophisticated technique, understanding its practical application doesn't require advanced theoretical math.
  2. Many current business and economics graduates already take courses that cover most of the prerequisite knowledge. The gap could be bridged with targeted training modules focused specifically on MARS and its applications in real estate valuation.
  3. There's been significant development in software tools that handle the computational heavy lifting of MARS, meaning practitioners don't need to implement the algorithms from scratch. They primarily need to understand:
  • When MARS is appropriate to use
  • How to prepare and validate data
  • How to interpret and validate results
  • Common pitfalls and limitations
The main challenge isn't educational capacity but rather:

  • Creating focused training programs that combine the statistical knowledge with domain expertise in appraisal
  • Ensuring organizations understand the value proposition of using more sophisticated statistical methods
  • Developing clear standards for how these methods should be applied in practice
Would you like me to elaborate on what a targeted training program might look like?"


Me: "Yes."

Claude: "A targeted training program to prepare professionals to apply MARS in appraisal might look like this:

Prerequisites Module (for those without sufficient background):

  • Review of basic statistics and probability
  • Introduction to regression analysis
  • Fundamentals of data cleaning and preparation
  • Basic programming concepts (likely in R or Python)
Core MARS Training:

  • Theory and intuition behind MARS algorithm
  • Comparison with other regression techniques (linear, polynomial, GAMs)
  • Hands-on practice with simple datasets
  • Understanding basis functions and knot placement
  • Model validation and diagnostics
  • Common pitfalls and how to avoid them
Appraisal-Specific Applications:

  • Property characteristic encoding
  • Handling geographic data
  • Temporal market adjustments
  • Treatment of outliers in real estate data
  • Integration with traditional appraisal methods
  • Documentation requirements for regulatory compliance
Practical Implementation:

  • Case studies of successful MARS implementations
  • Software tool selection and usage
  • Data collection and standardization
  • Model maintenance and updating
  • Explaining results to stakeholders
  • Quality control processes
This could be structured as:

  • A 3-6 month part-time certificate program
  • A series of weekend workshops
  • An online self-paced course with mentoring
  • An in-house training program for larger organizations
The key is balancing theoretical understanding with practical application skills. I'd expect someone could become proficient in applying MARS to appraisal work within 3-6 months of focused study, assuming they start with basic statistical knowledge.

Would you like me to elaborate on any of these components or discuss how this might be implemented in practice?
 
I'm sorry Claude, but that is best 3-5 years into the future, unless you could possibly enlist the aid of Musk, Vivek - and Trump. But Trump probably has a thing with appraisers....
 
How is Claude to chat with?
Looks like a fun dude! Very polite too.
I might try it one day....supposedly he is at another level than ChatGPT
 
I've never read a word on MARS but I thought it would be interesting to run your questions through Grok. What do you think of this explanation?

Increasing the supply of graduates with sufficient mathematical and statistical knowledge to apply Multivariate Adaptive Regression Splines (MARS) to a field like appraisal involves several challenges, but it is feasible with the right strategies. Here's an analysis based on the available information:
  1. Curriculum and Education:
    • Current Educational Focus: While math and statistics are foundational in many educational systems, the specific application of advanced techniques like MARS might not be commonly emphasized in undergraduate curricula. According to the information from the U.S. Bureau of Labor Statistics, mathematicians and statisticians analyze data and apply computational techniques, but specific methods like MARS might require additional specialization or coursework beyond typical programs.
      https://www.bls.gov/ooh/math/mathematicians-and-statisticians.htm
    • Need for Specialized Knowledge: Applying MARS requires not just basic math and statistics but also a deep understanding of computational methods and data analysis. This might necessitate additional training or graduate-level education, suggesting a need for tailored programs or courses in educational institutions.
      https://www.bls.gov/ooh/math/mathematicians-and-statisticians.htm
      https://nap.nationalacademies.org/read/10129/chapter/8
  2. Interest and Motivation:
    • Student Engagement: Engaging students in such specialized fields can be challenging. The interest in pursuing advanced statistical methods like MARS could be limited unless there's clear motivation or application demonstrated in real-world scenarios. Programs like the Mars Studies Program at Mars University, which focus on project-based learning, could serve as a model for how to make statistical applications more engaging.
  3. Resources and Support:
    • Access to Advanced Learning Tools: Students need access to software, data sets, and computational resources for practicing MARS. This might require investment in educational infrastructure, which could be a barrier for some institutions.
    • Mentorship and Practical Experience: As noted in discussions about learning principles, mentorship and practical experience are crucial for mastering advanced concepts. Programs or partnerships that provide internships or research opportunities could be pivotal in increasing the number of skilled graduates.
      https://nap.nationalacademies.org/read/10129/chapter/8
  4. Professional Development and Continuous Learning:
    • Ongoing Education: Even after graduation, professionals might need continuous learning opportunities to keep up with advancements in statistical methods. This could be facilitated through workshops, online courses, or industry partnerships where professionals can learn and apply MARS in real-world scenarios like appraisal.
  5. Market Demand and Career Pathways:
    • Job Market Signals: If there's a perceived or real demand for MARS specialists in fields like appraisal, more students might be motivated to pursue this skill set. However, if the market does not clearly signal this need, fewer students might choose to specialize in this area.
  6. Barriers to Entry:
    • Complexity of MARS: MARS is a complex technique, which might deter students who are not already proficient in statistics or those who lack confidence in their mathematical abilities. Educational strategies need to address this by providing foundational courses that build towards such advanced applications.
In conclusion, while there are significant challenges, increasing the supply of such graduates is possible through:
  • Revamping educational curricula to include or emphasize advanced statistical methods.
  • Creating engaging, application-oriented learning environments.
  • Providing adequate resources and mentorship.
  • Ensuring there's a clear career path and demand in the job market for such specialized skills.
This approach would require coordination between educational institutions, industry, and possibly government or private funding to support the necessary educational reforms and opportunities.


elaborate on what a targeted training program might look like?


15 web pages
A targeted training program for applying Multivariate Adaptive Regression Splines (MARS) in a field like appraisal would be structured to address both the theoretical underpinnings and practical applications of MARS. Here's how such a program might be designed:
1. Program Objectives:
  • Foundation in Mathematics and Statistics: Ensure all participants have a strong grasp of basic statistics, calculus, and linear algebra.
  • MARS Specific Training: Teach the principles, mechanics, and applications of MARS, including how to interpret and apply the results in appraisal contexts.
  • Practical Application: Focus on real-world application of MARS to appraisal, including data handling, model validation, and interpretation of complex models.
  • Software Proficiency: Train participants to use software tools like R or Python libraries that support MARS (e.g., earth package in R or py-earth in Python).
2. Curriculum Structure:
Phase 1: Foundational Knowledge
  • Basic Statistics: Introduction to descriptive statistics, probability, and statistical inference.
  • Calculus and Linear Algebra: Refresh or introduce concepts like differentiation, integration, matrix operations, and vector spaces.
  • Introduction to Data Science: Basics of data cleaning, preprocessing, and exploratory data analysis.
Phase 2: Specialized MARS Training
  • MARS Theory:
    • Understanding how MARS works, including basis functions, knot selection, and model complexity.
    • Comparison with other regression techniques (e.g., linear regression, decision trees).
  • MARS in Practice:
    • Workshops on implementing MARS in different software environments.
    • Case studies focusing on data from real estate or other appraisal contexts to understand model behavior.
Phase 3: Application to Appraisal
  • Data Collection and Preparation:
    • Techniques for gathering relevant data for appraisal, understanding data quality, and data transformation methods specific to MARS.
  • Model Development:
    • Hands-on sessions where participants develop MARS models on real or simulated appraisal datasets.
    • Focus on selecting appropriate variables, setting up model parameters, and tuning for performance.
  • Validation and Interpretation:
    • Techniques for model validation, including cross-validation, and interpreting the results in terms of appraisal values, trends, or anomalies.
Phase 4: Capstone Project
  • Project-Based Learning: Participants undertake a project where they apply MARS to a specific appraisal problem, from data collection through to model deployment and presenting findings.
  • Peer Review and Feedback: Groups or individuals present their work to peers and instructors for critique, fostering a learning environment based on real feedback.
3. Delivery Methods:
  • In-person Workshops for intensive learning sessions.
  • Online Modules for flexibility, especially for those already in the workforce, including pre-recorded lectures, live webinars, and interactive coding sessions.
  • Mentorship and Tutoring: Pairing with mentors or having access to tutors who can guide through complex problems.
4. Assessment and Certification:
  • Regular Assessments: Quizzes, assignments, and practical tests to ensure understanding.
  • Final Certification: Upon completion, participants could receive a certificate or badge, possibly in partnership with recognized institutions or professional bodies in appraisal.
5. Continuous Learning:
  • Workshops and Updates: Regular sessions to keep up with new developments in MARS, software updates, or changes in appraisal practices.
  • Community of Practice: Creating or connecting to forums or groups where practitioners can share experiences, challenges, and solutions.
6. Collaboration with Industry:
  • Industry Involvement: Involve professionals from appraisal or related fields to provide real-world insights, case studies, and possibly internships or project opportunities.
  • Feedback Loop: Ensure the training program evolves based on feedback from those who apply MARS in their professional roles.
This structured approach would not only equip participants with the necessary skills to apply MARS in appraisal but also prepare them for other areas where advanced statistical modeling is beneficial.
 
I've never read a word on MARS but I thought it would be interesting to run your questions through Grok. What do you think of this explanation?

Increasing the supply of graduates with sufficient mathematical and statistical knowledge to apply Multivariate Adaptive Regression Splines (MARS) to a field like appraisal involves several challenges, but it is feasible with the right strategies. Here's an analysis based on the available information:
  1. Curriculum and Education:
    • Current Educational Focus: While math and statistics are foundational in many educational systems, the specific application of advanced techniques like MARS might not be commonly emphasized in undergraduate curricula. According to the information from the U.S. Bureau of Labor Statistics, mathematicians and statisticians analyze data and apply computational techniques, but specific methods like MARS might require additional specialization or coursework beyond typical programs.
      https://www.bls.gov/ooh/math/mathematicians-and-statisticians.htm
    • Need for Specialized Knowledge: Applying MARS requires not just basic math and statistics but also a deep understanding of computational methods and data analysis. This might necessitate additional training or graduate-level education, suggesting a need for tailored programs or courses in educational institutions.
      https://www.bls.gov/ooh/math/mathematicians-and-statisticians.htm
      https://nap.nationalacademies.org/read/10129/chapter/8
  2. Interest and Motivation:
    • Student Engagement: Engaging students in such specialized fields can be challenging. The interest in pursuing advanced statistical methods like MARS could be limited unless there's clear motivation or application demonstrated in real-world scenarios. Programs like the Mars Studies Program at Mars University, which focus on project-based learning, could serve as a model for how to make statistical applications more engaging.
  3. Resources and Support:
    • Access to Advanced Learning Tools: Students need access to software, data sets, and computational resources for practicing MARS. This might require investment in educational infrastructure, which could be a barrier for some institutions.
    • Mentorship and Practical Experience: As noted in discussions about learning principles, mentorship and practical experience are crucial for mastering advanced concepts. Programs or partnerships that provide internships or research opportunities could be pivotal in increasing the number of skilled graduates.
      https://nap.nationalacademies.org/read/10129/chapter/8
  4. Professional Development and Continuous Learning:
    • Ongoing Education: Even after graduation, professionals might need continuous learning opportunities to keep up with advancements in statistical methods. This could be facilitated through workshops, online courses, or industry partnerships where professionals can learn and apply MARS in real-world scenarios like appraisal.
  5. Market Demand and Career Pathways:
    • Job Market Signals: If there's a perceived or real demand for MARS specialists in fields like appraisal, more students might be motivated to pursue this skill set. However, if the market does not clearly signal this need, fewer students might choose to specialize in this area.
  6. Barriers to Entry:
    • Complexity of MARS: MARS is a complex technique, which might deter students who are not already proficient in statistics or those who lack confidence in their mathematical abilities. Educational strategies need to address this by providing foundational courses that build towards such advanced applications.
In conclusion, while there are significant challenges, increasing the supply of such graduates is possible through:
  • Revamping educational curricula to include or emphasize advanced statistical methods.
  • Creating engaging, application-oriented learning environments.
  • Providing adequate resources and mentorship.
  • Ensuring there's a clear career path and demand in the job market for such specialized skills.
This approach would require coordination between educational institutions, industry, and possibly government or private funding to support the necessary educational reforms and opportunities.


elaborate on what a targeted training program might look like?


15 web pages
A targeted training program for applying Multivariate Adaptive Regression Splines (MARS) in a field like appraisal would be structured to address both the theoretical underpinnings and practical applications of MARS. Here's how such a program might be designed:
1. Program Objectives:
  • Foundation in Mathematics and Statistics: Ensure all participants have a strong grasp of basic statistics, calculus, and linear algebra.
  • MARS Specific Training: Teach the principles, mechanics, and applications of MARS, including how to interpret and apply the results in appraisal contexts.
  • Practical Application: Focus on real-world application of MARS to appraisal, including data handling, model validation, and interpretation of complex models.
  • Software Proficiency: Train participants to use software tools like R or Python libraries that support MARS (e.g., earth package in R or py-earth in Python).
2. Curriculum Structure:
Phase 1: Foundational Knowledge
  • Basic Statistics: Introduction to descriptive statistics, probability, and statistical inference.
  • Calculus and Linear Algebra: Refresh or introduce concepts like differentiation, integration, matrix operations, and vector spaces.
  • Introduction to Data Science: Basics of data cleaning, preprocessing, and exploratory data analysis.
Phase 2: Specialized MARS Training
  • MARS Theory:
    • Understanding how MARS works, including basis functions, knot selection, and model complexity.
    • Comparison with other regression techniques (e.g., linear regression, decision trees).
  • MARS in Practice:
    • Workshops on implementing MARS in different software environments.
    • Case studies focusing on data from real estate or other appraisal contexts to understand model behavior.
Phase 3: Application to Appraisal
  • Data Collection and Preparation:
    • Techniques for gathering relevant data for appraisal, understanding data quality, and data transformation methods specific to MARS.
  • Model Development:
    • Hands-on sessions where participants develop MARS models on real or simulated appraisal datasets.
    • Focus on selecting appropriate variables, setting up model parameters, and tuning for performance.
  • Validation and Interpretation:
    • Techniques for model validation, including cross-validation, and interpreting the results in terms of appraisal values, trends, or anomalies.
Phase 4: Capstone Project
  • Project-Based Learning: Participants undertake a project where they apply MARS to a specific appraisal problem, from data collection through to model deployment and presenting findings.
  • Peer Review and Feedback: Groups or individuals present their work to peers and instructors for critique, fostering a learning environment based on real feedback.
3. Delivery Methods:
  • In-person Workshops for intensive learning sessions.
  • Online Modules for flexibility, especially for those already in the workforce, including pre-recorded lectures, live webinars, and interactive coding sessions.
  • Mentorship and Tutoring: Pairing with mentors or having access to tutors who can guide through complex problems.
4. Assessment and Certification:
  • Regular Assessments: Quizzes, assignments, and practical tests to ensure understanding.
  • Final Certification: Upon completion, participants could receive a certificate or badge, possibly in partnership with recognized institutions or professional bodies in appraisal.
5. Continuous Learning:
  • Workshops and Updates: Regular sessions to keep up with new developments in MARS, software updates, or changes in appraisal practices.
  • Community of Practice: Creating or connecting to forums or groups where practitioners can share experiences, challenges, and solutions.
6. Collaboration with Industry:
  • Industry Involvement: Involve professionals from appraisal or related fields to provide real-world insights, case studies, and possibly internships or project opportunities.
  • Feedback Loop: Ensure the training program evolves based on feedback from those who apply MARS in their professional roles.
This structured approach would not only equip participants with the necessary skills to apply MARS in appraisal but also prepare them for other areas where advanced statistical modeling is beneficial.

Yea, similar answers. I know Grok-2 answers are generally better. But I was on Claude at the time. Why? Well "sometimes" Claude is better. -I am now working on "Latex" and Claude is better at Latex than Grok-2. (Yes, I've dropped Adobe's Indesign and MS Word For Latex ).
 
(Yes, I've dropped Adobe's Indesign and MS Word For Latex ).
I was wondering if you'd dropped Indesign and MS Word. I've never been able to get Latex to work without doing that first.
 
I was wondering if you'd dropped Indesign and MS Word. I've never been able to get Latex to work without doing that first.

Your joking of course. You can use all three if you want and merge the results ... but that would likely be a complex mess.

Latex is used a lot where you have a lot of math, superscripts, subscripts, superscripts of subscripts and so on. If you use WYSIWYG for math, you will go blind, because the letters get so small and it is simply fragile editing with WYSIWYG. Text is better. You do have to learn a trillion little commands though. PhDs in STEM invariably use Latex to produce their thesis.

But, to be honest, you can easily generate Pdfs from Latex, to see exactly what you written look like when published. Latex is the solid, straight and forward road to producing math documentation.

When I start publishing my papers in https://valuationengineer.com, then you will see a lot of math. You will see how frigging complex advanced appraisal is. And the papers won't be written by some dummy PhD at some State University, who really doesn't understand a thing about appraisal. ....

Latex is a set of commands for generating text. So, it is not WYSIWYG. Here is some Latex:

\documentclass[12pt,a4paper]{article}
\usepackage{amsmath,amssymb,amsthm}
\usepackage{tikz}
\usepackage{graphicx}
\usepackage{float}
\usepackage{geometry}
\title{Mathematical Symbols and Diagrams Reference Guide}
\author{Mathematical Sciences Department}
\date{\today}
\begin{document}

\maketitle
\section{Basic Mathematical Operations}
Let's explore various mathematical notations and symbols:

\subsection{Arithmetic Operations}
Basic arithmetic:
$a + b$, $a - b$, $a \times b$, $a \div b$
Advanced operators:
$a \cdot b$, $a \ast b$, $a \pm b$, $a \mp b$
\subsection
{Fractions and Powers}
Simple fraction:
$\frac{1}{2}$
Complex fraction:
$\frac{\frac{1}{x}+\frac{1}{y}}{y-z}$
Powers:
$x^2$, $x^n$, $x^{y^z}$
Roots:
$\sqrt{x}$, $\sqrt[n]{x}$
\section
{Set Theory}
Common set notations:

\[
\begin{aligned}
A &\cup B &&\text{(union)} \\
A &\cap B &&\text{(intersection)} \\
A &\setminus B &&\text{(difference)} \\
A &\subseteq B &&\text{(subset)} \\
x &\in A &&\text{(element)} \\
\emptyset &&& \text{(empty set)}
\end{aligned}
\]
\section
{Calculus}
\subsection{Limits}
\[
\lim_{x \to \infty} \frac{1}{x} = 0
\]
\subsection
{Derivatives}
First derivative:
$\frac{d}{dx}f(x)$ or $f'(x)$
Second derivative:
$\frac{d^2}{dx^2}f(x)$ or $f''(x)$
Partial derivative:
$\frac{\partial f}{\partial x}$
\subsection
{Integrals}
Definite integral:

\[
\int_a^b f(x)\,dx
\]

Double integral:
\[
\iint_D f(x,y)\,dx\,dy
\]
\section
{Linear Algebra}
\subsection{Matrices}
$2 \times 2$ matrix:
\[
A = \begin{pmatrix}
a_{11} & a_{12} \\

a_{21} & a_{22}
\end{pmatrix}
\]

Determinant:
\[
\det(A) = \begin{vmatrix}
a_{11} & a_{12} \\

a_{21} & a_{22}
\end{vmatrix}
\]
\section
{Geometric Diagrams}
\subsection{Right Triangle}
\begin{center}
\begin{tikzpicture}
\draw (0,0) -- (4,0) -- (4,3) -- (0,0);
\draw (3.8,0.2) -- (3.8,0) -- (4,0);
\end{tikzpicture}
\end{center}
\subsection{Circle with Radius}
\begin{center}
\begin{tikzpicture}
\draw (0,0) circle (2cm);
\draw (0,0) -- (2,0);
\draw[dashed] (0,0) -- (-1.414,-1.414);
\node at (1,0.3) {$r$};
\end{tikzpicture}
\end{center}
\section{Greek Letters}
Common Greek letters in mathematics:

\[
\alpha, \beta, \gamma, \delta, \epsilon, \zeta, \eta, \theta, \iota, \kappa, \lambda, \mu, \nu, \xi, \pi, \rho, \sigma, \tau, \upsilon, \phi, \chi, \psi, \omega
\]
\section
{Logic Symbols}
Basic logic operators:

\[
\begin{aligned}
&\neg p &&\text{(negation)} \\
&p \land q &&\text{(conjunction)} \\
&p \lor q &&\text{(disjunction)} \\
&p \implies q &&\text{(implication)} \\
&p \iff q &&\text{(equivalence)} \\
&\forall x &&\text{(universal quantifier)} \\
&\exists x &&\text{(existential quantifier)}
\end{aligned}
\]
\section
{Complex Analysis}
Complex number notation:

\[
z = a + bi = r(\cos\theta + i\sin\theta) = re^{i\theta}
\]

Euler's identity:
\[
e^{i\pi} + 1 = 0
\]
\end
{document}
 
Which looks like this:
 

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