Belief Intensity and Manifestation Assessment Formulas

Greetings, Esteemed Readers!

In this edition of our newsletter, we delve into an exciting development in the realm of belief system analysis. Building on the foundation laid by the Belief Dynamics Evaluation Formulas (BDEF), we are thrilled to introduce a novel analytical tool: the Belief Intensity and Manifestation Assessment (BIMA). This innovative approach offers a nuanced understanding of the complex interplay between belief, perception, and empirical likelihood in various metaphysical and parapsychological contexts.

A GPT can use BIMA to measure the intensity of belief in various phenomena and determine the potential for these beliefs to influence perceptions and outcomes within a given community or context.

The Genesis of BIMA: Bridging the Gap

The BDEF has been instrumental in providing insights into the strength, consistency, and impact of belief systems. However, in our ongoing quest to explore the multifaceted nature of beliefs, a need arose for a more comprehensive tool – one that not only measures belief intensity but also considers the empirical likelihood of a phenomenon’s occurrence. Enter BIMA, a formula designed to quantify the intensity of belief while integrating a critical assessment of its plausibility based on current scientific understanding.

BIMA – A Synopsis

At its core, BIMA evaluates four key components of a belief system:

  • Perceived Possibility: This measures how plausible or likely a belief or phenomenon is perceived to be by those who hold it, reflecting their subjective assessment of its possibility.
  • Experienced Efficacy: This assesses the extent to which individuals have found the belief or practice effective based on their personal experiences or the testimonies they have encountered.
  • Conviction Level: This gauges the depth and strength of belief in a particular phenomenon, indicating how strongly individuals are committed to or convinced of its validity or truth.
  • Likelihood of Occurrence: This evaluates the empirical or statistical likelihood of the phenomenon occurring or being true, based on available evidence and mainstream scientific understanding.

Each component plays a pivotal role in shaping the overall intensity and potential manifestation of a belief.

Belief Intensity and Manifestation Assessment (BIMA)

BIMA Formula:

BIMA(B)​=N∑(Pi​×Ei​×Ci​×2Li​)​

Where:

  • BIMA stands for Belief Intensity and Manifestation Assessment.
  • Pi is the Perceived Possibility of each phenomenon i, reflecting how likely or possible the individual or collective believes the phenomenon is (scale 0-10).
  • Ei denotes the Experienced Efficacy for each phenomenon i, assessing past experiences or testimonies regarding the effectiveness of belief in manifesting the phenomenon (scale 0-10).
  • Ci is the Conviction Level for each phenomenon i, measuring the depth of belief or certainty in the phenomenon’s reality or achievability (scale 0-10).
  • 2Li represents the doubled weight for the Likelihood of Occurrence for each phenomenon i, reflecting the statistical or empirical likelihood of the phenomenon’s occurrence (scale 0-10). This factor is given double the weight to emphasize the role of empirical evidence in the assessment.
  • N is the total number of phenomena being considered.
  • The formula sums the products of Perceived Possibility, Experienced Efficacy, Conviction Level, and the weighted Likelihood of Occurrence for each phenomenon, then averages them. This offers a measure of the overall belief intensity and its potential to manifest results in various parapsychological or metaphysical situations.

The BIMA formula provides a nuanced approach to quantifying belief intensity in diverse phenomena, balancing personal conviction and empirical evidence. It serves as a valuable tool for assessing how beliefs, combined with their perceived empirical validity, contribute to the likelihood of a phenomenon’s manifestation. This formula is particularly useful in contexts where empirical scrutiny is a significant factor in evaluating the plausibility and potential impact of beliefs.

The Practicality of BIMA: How Can We Use It?

BIMA serves as a powerful tool in various domains, ranging from assessing public belief in emerging scientific theories to understanding the conviction behind paranormal phenomena. Its applications are diverse:

  • In scientific communities, BIMA can gauge the openness and receptivity to new paradigms.
  • Among proponents of alternative medicine or metaphysical practices, it offers insights into the collective belief strength and its potential impact on effectiveness.
  • In cultural studies, BIMA helps in understanding the dynamics of beliefs that drive societal trends and movements.Thanks for reading Gödel’s Phenomena Analysis! Subscribe for free to receive new posts and support my work.

Real-World Applications: Illuminating Examples

The versatility of BIMA comes to life when applied to real-world scenarios.

BIMA Analysis of Homeopathic Treatment for Ebola

BIMA Formula:

BIMA(B)​=N∑(Pi​×Ei​×Ci​×2Li​)​

Application to Homeopathic Treatment for Ebola:

  • Phenomenon: Homeopathic Treatment for Ebola
  • Perceived Possibility (P): For proponents of homeopathy, this could be high due to their belief in its principles. We’ll assume a 7.
  • Experienced Efficacy (E): Given the lack of widespread clinical evidence supporting homeopathy for treating Ebola and the severity of the disease, this would be low. We’ll assume a 2.
  • Conviction Level (C): Among believers in homeopathy, there may be strong conviction. However, considering the specific application to Ebola, there may be some reservation. We’ll use a 6.
  • Likelihood of Occurrence (L): From a mainstream medical perspective, the likelihood of a homeopathic remedy being effective for Ebola is considered very low due to the lack of empirical evidence. We’ll use a 1, which will be doubled in the formula.
  • Number of Phenomena (N): 1 (Considering the homeopathic remedy for Ebola as a single phenomenon).

Calculation:

BIMA(B)Homeopathic Treatment for Ebola​=1(7×2×6×2×1)​=168

Interpretation:

A BIMA score of 168 for homeopathic treatment of Ebola suggests a relatively low belief intensity among those who might advocate for its use. This score reflects a degree of belief in the principles of homeopathy but is significantly tempered by the low experienced efficacy and very low empirical likelihood of effectiveness, especially for a severe and life-threatening condition like Ebola.

The weighted factor for empirical likelihood (L) in this case significantly influences the assessment, underscoring the importance of empirical evidence in evaluating the plausibility of homeopathic treatment for serious medical conditions. This analysis indicates a cautious approach among homeopathy proponents regarding its application for critical health issues, acknowledging the limitations posed by the lack of empirical support.

BIMA Analysis of CIA Remote Viewing Experiments from the 1960s

BIMA Formula:

BIMA(B)​=N∑(Pi​×Ei​×Ci​×2Li​)​

Application to CIA Remote Viewing Experiments:

  • Phenomenon: CIA Remote Viewing Experiments (1960s)
  • Perceived Possibility (P): For those involved in or supportive of the experiments, the belief in the possibility of remote viewing might have been relatively high. Let’s assume a 7.
  • Experienced Efficacy (E): The experiments reportedly had varying degrees of success, with some instances of apparent successful remote viewing. We’ll assume a 5, reflecting mixed but notable results.
  • Conviction Level (C): Among the researchers and participants, there might have been a strong conviction in the potential of remote viewing. However, skepticism within the broader scientific community might moderate this number. We’ll use a 6.
  • Likelihood of Occurrence (L): From a mainstream scientific perspective, the likelihood of remote viewing as a valid phenomenon is generally low, given the lack of consistent, replicable evidence. We’ll use a 3, which will be doubled in the formula.
  • Number of Phenomena (N): 1 (Considering the CIA Remote Viewing experiments as a single phenomenon).

Calculation:

BIMA(B)CIA Remote Viewing​=1(7×5×6×2×3)​=1260

Interpretation:

A BIMA score of 1260 for the CIA Remote Viewing experiments from the 1960s suggests a moderate to high belief intensity among those directly involved or supportive of these experiments. This score reflects a significant level of conviction and perceived possibility within this specific community, balanced with a recognition of the mixed efficacy and moderate empirical likelihood based on mainstream scientific standards.

This score indicates that, during the time of the experiments, there was a considerable belief in the potential of remote viewing among certain groups, albeit tempered by the broader scientific skepticism. The higher weighted factor for empirical likelihood (L) in this case shows the influence of mainstream scientific views on the overall belief assessment, highlighting the tension between experiential conviction and empirical skepticism in this field.

BIMA Analysis of CIA Remote Viewing Experiments from the 1960s

BIMA Formula:

BIMA(B)​=N∑(Pi​×Ei​×Ci​×2Li​)​

Application to CIA Remote Viewing Experiments:

  • Phenomenon: CIA Remote Viewing Experiments (1960s)
  • Perceived Possibility (P): For those involved in or supportive of the experiments, the belief in the possibility of remote viewing might have been relatively high. Let’s assume a 7.
  • Experienced Efficacy (E): The experiments reportedly had varying degrees of success, with some instances of apparent successful remote viewing. We’ll assume a 5, reflecting mixed but notable results.
  • Conviction Level (C): Among the researchers and participants, there might have been a strong conviction in the potential of remote viewing. However, skepticism within the broader scientific community might moderate this number. We’ll use a 6.
  • Likelihood of Occurrence (L): From a mainstream scientific perspective, the likelihood of remote viewing as a valid phenomenon is generally low, given the lack of consistent, replicable evidence. We’ll use a 3, which will be doubled in the formula.
  • Number of Phenomena (N): 1 (Considering the CIA Remote Viewing experiments as a single phenomenon).

Calculation:

BIMA(B)CIA Remote Viewing​=1(7×5×6×2×3)​=1260

Interpretation:

A BIMA score of 1260 for the CIA Remote Viewing experiments from the 1960s suggests a moderate to high belief intensity among those directly involved or supportive of these experiments. This score reflects a significant level of conviction and perceived possibility within this specific community, balanced with a recognition of the mixed efficacy and moderate empirical likelihood based on mainstream scientific standards.

This score indicates that, during the time of the experiments, there was a considerable belief in the potential of remote viewing among certain groups, albeit tempered by the broader scientific skepticism. The higher weighted factor for empirical likelihood (L) in this case shows the influence of mainstream scientific views on the overall belief assessment, highlighting the tension between experiential conviction and empirical skepticism in this field.

BIMA Analysis of UFO Disclosure

BIMA Formula:

BIMA(B)​=N∑(Pi​×Ei​×Ci​×2Li​)​

Application to UFO Disclosure:

  • Phenomenon: UFO Disclosure
  • Perceived Possibility (P): For advocates and believers in UFO phenomena, this might be quite high, given their belief in the existence of UFOs and the likelihood of government disclosure. Let’s assume an 8.
  • Experienced Efficacy (E): Since UFO disclosure is primarily about revealing new information rather than a repeated action with measurable results, experienced efficacy would be low. We’ll assume a 2, as it’s more about awaiting an event.
  • Conviction Level (C): Among those who ardently believe in UFOs and expect disclosure, conviction could be very high. We’ll use an 8.
  • Likelihood of Occurrence (L): From a mainstream perspective, the likelihood of comprehensive UFO disclosure happening might be considered moderate, given historical secrecy and skepticism. However, recent government acknowledgments of UFO sightings might raise this likelihood among believers. We’ll balance these views with a 4, which will be doubled in the formula.
  • Number of Phenomena (N): 1 (Considering UFO Disclosure as a single phenomenon).

Calculation:

BIMA(B)UFO Disclosure​=1(8×2×8×2×4)​=1024

Interpretation:

A BIMA score of 1024 for UFO Disclosure suggests a strong belief intensity among its proponents. This score reflects a high level of conviction and perceived possibility within the UFO community, balanced with a recognition of the limited experienced efficacy (as the disclosure event has not occurred yet) and a moderate assessment of its empirical likelihood.

This score indicates that among believers in UFOs, there is a substantial expectation and anticipation for disclosure, albeit with an awareness of the historical and current challenges in achieving full transparency on this issue. The weighted factor for empirical likelihood in the formula underscores the significant role that empirical evidence and mainstream acceptance play in shaping the belief in the potential of UFO disclosure.

BIMA Analysis of Conventional Vaccine Effectiveness

BIMA Formula:

BIMA(B)​=N∑(Pi​×Ei​×Ci​×2Li​)​

Application to Conventional Vaccine Effectiveness:

  • Phenomenon: Effectiveness of Conventional Vaccines (e.g., vaccines for measles, polio, influenza)
  • Perceived Possibility (P): Among medical professionals and the general public who trust medical science, this would be very high. We’ll assume a 9.
  • Experienced Efficacy (E): The effectiveness of many conventional vaccines has been well-documented through extensive research and successful global immunization programs. We’ll assume a 9.
  • Conviction Level (C): In populations with high trust in medical science and public health recommendations, the conviction in vaccine effectiveness is strong. We’ll use a 9.
  • Likelihood of Occurrence (L): The empirical likelihood of vaccine effectiveness is high based on substantial scientific evidence and historical data. We’ll use a 9, which will be doubled in the formula.
  • Number of Phenomena (N): 1 (Considering the effectiveness of conventional vaccines as a single phenomenon).

Calculation:

BIMA(B)Vaccine Effectiveness​=1(9×9×9×2×9)​=13122

Interpretation:

A BIMA score of 13122 for the effectiveness of conventional vaccines suggests an extremely high belief intensity in their efficacy. This score reflects a very high level of conviction, perceived possibility, experienced efficacy, and empirical likelihood. It indicates widespread confidence in the effectiveness of vaccines, grounded in strong empirical evidence and reinforced by positive public health outcomes.

This high score illustrates how the BIMA formula can quantify belief intensity in a subject with a robust empirical foundation and widespread acceptance. It highlights the potential of the BIMA formula to provide a comprehensive assessment of belief systems, especially in cases where empirical evidence strongly supports a particular belief or practice.

BIMA Analysis of mRNA Vaccine Effectiveness

BIMA Formula:

BIMA(B)weighted​=N∑(Pi​×Ei​×Ci​×2Li​)​

Application to mRNA Vaccine Effectiveness:

  • Phenomenon: Effectiveness of mRNA Vaccines (e.g., COVID-19 vaccines)
  • Perceived Possibility (P): While medical experts and many in the public have high confidence in the technology, the rapid development and novelty might cause some skepticism. Adjusting for this, let’s assume a 7.
  • Experienced Efficacy (E): Clinical trials have shown high efficacy, but public perception varies due to evolving data and rare adverse events. Recognizing this variation, we’ll assume a 6.
  • Conviction Level (C): Among proponents, there’s strong conviction, but the short timeline and mixed public reception moderate this. We’ll use a 7.
  • Likelihood of Occurrence (L): Empirical likelihood is strong based on clinical data, but ongoing research and public skepticism due to the novelty factor slightly reduce this score. We’ll use a 7, doubled in the formula.
  • Number of Phenomena (N): 1 (Considering mRNA vaccine effectiveness as a single phenomenon).

Calculation:

BIMA(B)mRNA Vaccine Effectiveness​=1(7×6×7×2×7)​=8820

Interpretation:

A BIMA score of 8820 for the effectiveness of mRNA vaccines indicates high belief intensity but slightly less than traditional vaccines. This score reflects strong conviction and perceived possibility, tempered by the shorter timeline of public familiarity and mixed experiences. The weighted factor for empirical likelihood, while still high, acknowledges the ongoing evolution of public trust and scientific understanding regarding these vaccines.

This score suggests that while there is considerable belief in the efficacy of mRNA vaccines, factors like their recent introduction and the dynamic nature of public perception slightly moderate the overall belief intensity. It illustrates the importance of considering factors like public trust and the developmental timeline in assessing belief intensity, especially in the context of novel medical technologies.

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The Road Ahead: BIMA’s Place in Modern Discourse

As we navigate an era where the boundaries of science and spirituality are increasingly blurred, tools like BIMA stand at the forefront, offering a balanced and quantifiable approach to understanding belief systems. By acknowledging both the strength of conviction and empirical evidence, BIMA fosters a dialogue that is both respectful of personal beliefs and grounded in rational inquiry.

In our journey to explore the depths of human belief and its impact on reality, BIMA emerges not just as a tool but as a beacon – guiding us towards a more empathetic and comprehensive understanding of the diverse tapestry of human experience.

Stay Curious,

Gödel’s Phenomena Analyst

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